math:arxiv_176896

we present a simple model based on a reaction - diffusion equation to explain pattern formation in a


math:arxiv_176897

electron - hydrogen scattering is studied in the faddeev - merkuriev integral equation approach .


math:arxiv_176901

we consider an integrable hierarchy of nonlinear evolution equations ( nlee ) related to linear bund


math:arxiv_176924

in order to approach the pion  multinucleon problem , we have found it convenient to reformulate the


math:arxiv_176933

we consider the coupling between two networks , each having n nodes whose individual dynamics is mod


math:arxiv_176934

combining the qcd dipole model with the good and walker picture , we formulate diffractive dissociat


math:arxiv_176937

this paper presents a general formulation of the cip / multi - moment finite volume method ( cip / m


math:arxiv_176956

we consider the derivation of continuous and fully discrete artificial boundary conditions for linea


math:arxiv_176957

the scaling hypothesis for the coupled chaotic map lattices ( cml ) is formulated . scaling properti


math:arxiv_176959

the performance of the common support for jointly sparse signals based on their projections onto low


math:arxiv_176977

we analyze combined effects of the geometry produced by global monopole and a concentric spherical b


math:arxiv_176979

we derive coupled - cluster equations for three - body hamiltonians .
 the equations for the one- a


math:arxiv_176983

this article presents the inverse of the kernel operator associated with the complete quadratic lyap


math:arxiv_176986

into a differential geometric setting , we import the physical interpretation of index theorems via


math:arxiv_176989

we show that the liquid drop model is best suited to describe the masses of prolate deformed nuclei


math:arxiv_176998

we formulate and solve the analog of the universal conformal ward identity for the stress - energy t


math:arxiv_177032

in general , the distribution of residuals can not be obtained explicitly .
 we give an asymptotic


math:arxiv_177045

we study the thermodynamical properties of a topology - based model proposed by galzitskaya and fink


math:arxiv_177059

for a ( countable ) graph @xmath0 and a unital commutative ring @xmath1 , we analyze the ideal struc


math:arxiv_177060

we consider director configurations of cholesteric liquid crystal ( clc ) cells with two plane confi


math:arxiv_177079

motivated by the goal to give the simplest possible microscopic foundation for a broad class of topo


math:arxiv_177080

kochen - specker ( ks ) theorem lies at the heart of the foundations of quantum mechanics .
 it est


math:arxiv_177086

in this paper , we make the case that clifford algebra is the natural framework for root systems and


math:arxiv_177088

we study andreev bound states and @xmath0-junction transition in a superconductor / quantum - dot /


math:arxiv_177091

this article studies the dynamics of a finite chain with infinite components .
 the equation which


math:arxiv_177098

lieb , schultz and mattis ( lsm ) @xcite studied the s=1/2 xxz spin chain .
 the theorems of lsm s


math:arxiv_177109

mogami introduced in 1995 a large class of triangulated @xmath0-dimensional pseudomanifolds , hencef


math:arxiv_177119

we introduce a new method , based on alternating optimization , for compact representation of spin h


math:arxiv_177140

we study the invariant measure of the one - dimensional stochastic allen - cahn equation for a small


math:arxiv_177153

we show that the abelian higgs field equations in the background of the four dimensional ads - schwa


math:arxiv_177159

under the hypothesis of small deformations , the equations of 1d elastodynamics write as a @xmath0 h


math:arxiv_177162

in the context of non - supersymmetric so(10 ) models , we analyze the renormalization group equatio


math:arxiv_177200

we develop a semiclassical second microlocal calculus of pseudodifferential operators associated to


math:arxiv_177207

we obtain an asymptotic formula for the first moment of quadratic dirichlet @xmath0functions over fu


math:arxiv_177211

based on the non - relativistic regime of the dirac equation coupled to a torsion pseudo - vector ,


math:arxiv_177221

we formulate a theory for the collective phase description of globally coupled noisy limit - cycle o


math:arxiv_177222

fast scramblers process information in characteristic times scaling logarithmically with the entropy


math:arxiv_177225

there is a fundamental difference between the classical expression for the retarded electromagnetic


math:arxiv_177229

we provide a detailed numerical study of various issues pertaining to the dynamics of the burgers eq


math:arxiv_177236

it is shown by the author that if gravitons are super - strong interacting particles and the low - t


math:arxiv_177264

we are interested in the uniqueness of solutions to maxwell s equations when the magnetic permeabili


math:arxiv_177274

we investigate the radiation of spin-1 particles by black holes in ( 1 + 1 ) dimensions within the p


math:arxiv_177295

we observe that any knot invariant extends to virtual knots .
 the isotopy classification problem f


math:arxiv_177300

we apply the framework of tempered fractional calculus to investigate the spatial dispersion of elas


math:arxiv_177342

by gluing together copies of an all - right angled coxeter polytope a number of open hyperbolic @xma


math:arxiv_177344

the diffusion of astrophysical magnetic fields in conducting fluids in the presence of turbulence de


math:arxiv_177357

fast rotation of compact stars ( at submillisecond period ) and , in particular , their stability ,


math:arxiv_177358

we present a compensated compactness theorem in banach spaces established recently , whose formulati


math:arxiv_177384

in this paper we consider a semi - linear , defocusing , shifted wave equation on the hyperbolic spa


math:arxiv_177394

geodesic equations of the vacuum c - metric are derived and solved for various cases .
 the solutio


math:arxiv_177401

this paper investigates a background charge one skyrme field chirally coupled to light fermions on t


math:arxiv_177424

we consider a nonlinear schrdinger equation with a bounded local potential in @xmath0 . the linear h


math:arxiv_177427

this paper studies formulations of second - order elliptic partial differential equations in nondive


math:arxiv_177434

the `` seifert conjecture '' asks , `` does every non - singular vector field on the 3-sphere @xmath


math:arxiv_177435

by introducing a new point of view in algebraic topology relating elliptic curves in @xmath0 and sui


math:arxiv_177462

a rigorous qed theory of the multiphoton decay of excited states in hydrogen atom is presented .
 t


math:arxiv_177466

the influence of particle - phonon coupling on pairing correlations in nuclei is studied by solving


math:arxiv_177487

a theorem is proved concerning approximation of analytic functions by multivariate polynomials in th


math:arxiv_177495

to understand the mechanism of the fermion pair and fermion - antifermion pair condensation , the so


math:arxiv_177497

atom lasers based on rf - outcoupling from a trapped bose - einstein condensate can be described by


math:arxiv_177519

if dark energy can be described as a perfect fluid , then , apart from its equation of state relatin


math:arxiv_177588

we review our recent analysis of @xmath0 scattering data in terms of roy equations and forward dispe


math:arxiv_177591

many of the known solutions of the yang - baxter equation , which are related to solvable lattice mo


math:arxiv_177612

the teraherz ( thz ) photoresponse of a two - dimensional electron gas in the quantum hall regime is


math:arxiv_177618

topological quantum phase transitions intrinsically intertwine self - similarity and topology of man


math:arxiv_177624

the most commonly used definition of halo formation is the time when a halo s most massive progenito


math:arxiv_177628

proteins , chain molecules of amino acids , behave in ways which are similar to each other yet quite


math:arxiv_177640

we report on dynamical quantum transport simulations for realistic molecular devices based on an app


math:arxiv_177651

in this paper we study exceptional dehn fillings on hyperbolic knot manifolds which contain an essen


math:arxiv_177659

we have studied a kondo hole in a one - dimensional kondo insulator at half - filling using a densit


math:arxiv_177674

we investigate the fully general class of non - expanding , non - twisting and shear - free @xmath0-


math:arxiv_177685

systems with an @xmath0 symmetrical hamiltonian are considered in a @xmath1-dimensional slab geometr


math:arxiv_177689

the present note refers to a result proposed in @xcite , and shows that the theorem therein is not c


math:arxiv_177712

finite version of random domino automaton ( frda ) - recently proposed in @xcite as a toy model of e


math:arxiv_177713

we study strategies for increasing the precision in the blurring models by maintaining a complexity


math:arxiv_177720

the paper presents algebraic and logical developments . from the algebraic viewpoint ,
 we introduc


math:arxiv_177731

these are lecture notes on a recent remarkable preprint of ein - popa , which simplifies the algebra


math:arxiv_177732

the dynamics of vortex ring pairs in the homogeneous nonlinear schrdinger equation is studied .
 th


math:arxiv_177744

we study the friction coefficient of a macroscopic sphere in a viscous fluid at low reynolds number


math:arxiv_177749

we derive mehler  heine type asymptotic formulas for charlier and meixner polynomials , and also for


math:arxiv_177762

solving the stochastic landau - lifshitz - gilbert equation numerically , we investigate the effect


math:arxiv_177771

we show that every unimodular lie algebra , of dimension at most 4 , equipped with an inner product


math:arxiv_177773

line - of - sight ( los ) multiple - input multiple - output ( mimo ) gives full spatial - multiplex


math:arxiv_177774

this is a review of our previous works @xcite ( some of them joint with b. feigin and n. reshetikhin


math:arxiv_177779

we study via the renormalization group equations at one - loop order the perturbativity and vacuum s


math:arxiv_177783

area regge calculus is a candidate theory of simplicial gravity , based on the regge action with tri


math:arxiv_177784

separation of the dirac equation in the spacetime around a kerr black hole into radial and angular c


math:arxiv_177797

in this paper we investigate the problem of ordinary baryonic matter accretion onto the noncommutati


math:arxiv_177807

we present a new chiral power expansion scheme for the nuclear equation of state .
 the scheme is e


math:arxiv_177818

we study numerically majorana fermions ( mfs ) induced by a charged impurity in topological supercon


math:arxiv_177822

a new method is proposed for practical calculation of the effective interaction between impurity sca


math:arxiv_177828

in addition to the boosted static solution there are two other classes of stationary string - like s


math:arxiv_177851

we revisit the standard axioms of domain theory with emphasis on their relation to the concept of pa


math:arxiv_177852

we lift an action of a torus  @xmath0 on the spectrum of a continuous trace algebra to an action of


math:arxiv_177883

in a pair of papers , we construct invariants for smooth four  manifolds equipped with ` broken fibr


math:arxiv_177894

this article deals with the weak error for averaging principle for two - time - scale system of jump


math:arxiv_177900

let @xmath0 be an adjoint semisimple linear group over @xmath1 .
 we analyze the relationship betwe


math:arxiv_177901

we study the entanglement spectrum of a chern insulator on a cylinder geometry , with the cut separa


math:arxiv_177923

we prove a version of the sarkisov program for volume preserving birational maps of mori fibred cala


math:arxiv_177925

the parking - lot model provides a qualitative description of the main features of the phenomenology


math:arxiv_177941

crystalline graded rings are generalizations of certain classes of rings like generalized twisted gr


math:arxiv_177949

we explain a characterization of einstein - fano manifolds in terms of the lower bound of the densit


math:arxiv_177951

cosmic super - strings interact generically with a tower of relatively light and/or strongly coupled


math:arxiv_177958

analogues of khintchine s theorem in simultaneous diophantine approximation in the plane are proved


math:arxiv_177974

we define a quasi  projective reduction of a complex algebraic variety @xmath0 to be a regular map f


math:arxiv_177989

a study is presented for the non linear evolution of a self gravitating distribution of matter coupl


math:arxiv_178003

the purpose of this paper is to put the description of number scaling and its effects on physics and


math:arxiv_178025

we study the role of electron - electron interactions for spin polarized transport using the boltzma


math:arxiv_178042

in this paper , the discontinuous cell method ( dcm ) is formulated with the objective of simulating


math:arxiv_178054

using convex integration we give a constructive proof of the well - known fact that every continuous


math:arxiv_178059

we study the three - player prisoner s dilemma game under the effect of decoherence and correlated n


math:arxiv_178067

we introduce the concept of quotient in pn spaces and give some examples .
 we prove some theorems


math:arxiv_178071

the continuous spontaneous localization ( csl ) theory alters the schrdinger equation .
 it describ


math:arxiv_178072

we revisit and generalize our previous algebraic construction of the chiral effective action for con


math:arxiv_178075

we theoretically study the properties of nambu - goldstone bosons in an interacting single - compone


math:arxiv_178078

motivated by gauss s first proof of the fundamental theorem of algebra , we study the topology of ha


math:arxiv_178080

we demonstrate a method which allows the stochastic modelling of quantum systems for which the gener


math:arxiv_178101

we consider a markovian jumping process with two absorbing barriers , for which the waiting - time d


math:arxiv_178107

we show that any closed incompressible surface in the complement of a positive knot is algebraically


math:arxiv_178125

in this paper we study the cosmic acceleration for five dynamical dark energy models whose equation


math:arxiv_178126

we present an analytical simple formula for an approximated third integral of motion associated with


math:arxiv_178127

ehrhart s famous theorem states that the number of integral points in a rational polytope is a quasi


math:arxiv_178139

this work discusses the homogenization analysis for diffusion processes on scale - free metric graph


math:arxiv_178147

in this note we consider general formulation of euler s equations for an inviscid incompressible hom


math:arxiv_178163

all stationary solutions to the one - dimensional nonlinear schrdinger equation under box or periodi


math:arxiv_178169

we use linear response analysis and the fluctuation - dissipation theorem to derive the energy loss


math:arxiv_178171

we examine an algorithm for the visualization of domain - coloured riemann surfaces of plane algebra


math:arxiv_178177

in this paper , the deformation of the heisenberg algebra , consistent with both the generalized unc


math:arxiv_178189

after extending the clarkson - kruskal s direct similarity reduction ansatz to a more general form ,


math:arxiv_178201

we describe the stability manifold of the bounded derived category @xmath0 of coherent sheaves on @x


math:arxiv_178206

we verify a conjecture on the structure of higher - rank numerical ranges for a wide class of unitar


math:arxiv_178212

we formulate the error and disturbance in quantum measurement by invoking quantum estimation theory


math:arxiv_178227

the spinor representations of the orthosymplectic lie superalgebras @xmath0 are considered and const


math:arxiv_178232

we survey results on multiserial algebras , special multiserial algebras and brauer configuration al


math:arxiv_178238

the paper considers a distributed robust estimation problem over a network with markovian randomly v


math:arxiv_178251

we consider the model equation arising in the theory of viscoelasticity @xmath0 here , the main feat


math:arxiv_178287

in this paper , using the darboux transformation , we demonstrate the generation of first - order br


math:arxiv_178300

we consider an integrable , nonlocal and nonlinear , schrdinger equation ( nnse ) as a model for bui


math:arxiv_178301

bell s theorem was a cornerstone for our understanding of quantum theory , and the establishment of


math:arxiv_178305

a master equation , derived from the non - markovian quantum state diffusion ( nmqsd ) , is used to


math:arxiv_178310

lf is a dependent type theory in which many other formal systems can be conveniently embedded .
 ho


math:arxiv_178323

after a brief presentation of the exact renormalization group equation , we illustrate how the field


math:arxiv_178344

we prove that a directed last passage percolation model with discontinuous macroscopic ( non - rando


math:arxiv_178345

connections are found between the two - component percolation problem and the conductor / insulator


math:arxiv_178356

in this paper , our aim is to study a numerical method for an ultraparabolic equation with nonlinear


math:arxiv_178360

following the wellknown spacetime decomposition technique as applied to ( d+1 ) dimensions we write


math:arxiv_178390

we propose a new approach to the self - consistency equation , which arises in the problem of the mo


math:arxiv_178393

we analyze in detail conformally flat spherically symmetric fluid distributions , satisfying a polyt


math:arxiv_178401

in this paper we analyze the normal forms of a general quadratic hamiltonian system defined on the d


math:arxiv_178403

the newton equation describing the particle motion in constant external field force on canonical , l


math:arxiv_178404

using the geroch transformation we obtain the first example of an exact stiff fluid spike solution t


math:arxiv_178405

we establish a general theory of feedback control on classical stochastic thermodynamic systems , an


math:arxiv_178409

we formulate and demonstrate experimentally the high - resolution spectral method based on bloch - w


math:arxiv_178410

a network of agents cooperate on a given area . time evolution of their power is described within a


math:arxiv_178411

we present a semiconductor master equation technique to study the input / output characteristics of


math:arxiv_178434

we describe explicit horizontal open books on some seifert fibered 3manifolds .
 we show that the c


math:arxiv_178438

in this paper , genus statistics have been applied to an hi column density map of the small magellan


math:arxiv_178443

in this paper , we obtain an exact formula for the entanglement entropy of the ground state and all


math:arxiv_178454

the thermodynamics of quantum systems coupled to periodically modulated heat baths and work reservoi


math:arxiv_178460

according to the chemical reaction network theory , the topology of a certain class of chemical reac


math:arxiv_178464

bisch and jones suggested the skein theoretic classification of planar algebras and investigated the


math:arxiv_178468

the structure of the broad emission line region ( blr ) in active galactic nuclei ( agn ) remains un


math:arxiv_178485

we study the properties of the ground state of nonlinear schrdinger equations with spatially inhomog


math:arxiv_178486

we put the adler - gelfand - dickey approach to classical @xmath0-algebras in the framework of poiss


math:arxiv_178493

we generalize the mean field magnetic dynamo to include local evolution of the mean vorticity in add


math:arxiv_178508

the interaction between planetary waves and an arbitrary zonal flow is studied from a phase - space


math:arxiv_178520

triple linking numbers were defined for @xmath0-component oriented surface - links in @xmath1-space


math:arxiv_178542

in this paper we study a linear model of spatially inhomogeneous boltzmann equation without angular


math:arxiv_178546

in a recent paper goriely considers the one  dimensional scalar reaction  diffusion equation @xmath0


math:arxiv_178547

we consider the cubic defocusing nonlinear schrdinger equation on the two dimensional torus .
 we e


math:arxiv_178552

the aim of this paper is to derive a new equation ( the _ acoustic - drift equation _ ( ade ) ) desc


math:arxiv_178553

the existence of classical solutions of the einstein - yang - mills - higgs equations describing bla


math:arxiv_178561

the aim of the article is to show a hrmander spectral multiplier theorem for an operator @xmath0 who


math:arxiv_178576

self - consistent rpa is extended in a way so that it is compatable with a variational ansatz for th


math:arxiv_178584

in this paper , we explicitly work out the subfactor planar algebra @xmath0 for an intermediate subf


math:arxiv_178591

in this paper we solve numerically a _ degenerate _ parabolic equation with _ dynamical _ boundary c


math:arxiv_178592

a binary three - dimensional ( 3d ) image @xmath0 is well - composed if the boundary surface of its


math:arxiv_178594

in this paper we consider a semi - linear , energy sub - critical , defocusing wave equation @xmath0


math:arxiv_178595

let @xmath0 and @xmath1 be compact , orientable 3-manifolds , and @xmath2 the manifold obtained by g


math:arxiv_178604

we study subdiffusive overdamped brownian ratchets periodically rocked by an external zero - mean fo


math:arxiv_178632

fractional vector calculus is discussed in the spherical coordinate framework .
 a variation of the


math:arxiv_178650

a conjecture of riley about the relationship between real parabolic representations and signatures o


math:arxiv_178655

we investigate the coherent bremsstrahlung by relativistic electrons in a single crystal excited by


math:arxiv_178658

we study properties of cartesian products of digital images , using a variety of adjacencies that ha


math:arxiv_178681

evolutionary synthesis models for stellar populations of various ages and chemical compositions are


math:arxiv_178697

we introduce bv - algebra structures on the homology of the space of framed long knots in @xmath0 in


math:arxiv_178716

the system of oscillator interacting with vacuum is considered as a problem of random motion of quan


math:arxiv_178749

a host of spatially extended systems , both in physics and in other disciplines , are well described


math:arxiv_178771

we show that the chebyshev polynomials form a basic block of any positive basis of the kauffman brac


math:arxiv_178782

these are notes for a series of five lectures on `` moduli and degenerations of algebraic curves via


math:arxiv_178811

motivated by the fact that the location(s ) and structural properties of the pinning node(s ) affect


math:arxiv_178830

the interpretation of the expanding universe as an expansion of space has recently been challenged .


math:arxiv_178859

the fundamental groups of compact 3manifolds are known to be residually finite .
 feng luo conjectu


math:arxiv_178866

we present a relativistic three - body equation to study the stability of the isolated three - body


math:arxiv_178877

0.5 cm we study the kinetic regime of the bose - condensation of scalar particles with weak @xmath0


math:arxiv_178879

in this work a new asymptotically flat solution of the coupled einstein - born - infeld equations fo


math:arxiv_178887

we present a new numerical scheme for solving the advection equation and its application to vlasov s


math:arxiv_178894

the nonlinear pseudo - oscillator recently tackled by gadella and lara is mapped to an emden - fowle


math:arxiv_178899

we show that a simple and straightforward rational approximation to the thomas  fermi equation provi


math:arxiv_178901

nuclei in dense matter are influenced by the medium . in the cluster mean field approximation , an e


math:arxiv_178908

we apply tsallis s @xmath0-indexed nonextensive entropy to formulate a random matrix theory ( * rmt


math:arxiv_178922

we apply the light - front reduction of the bethe - salpeter equation to matrix elements of the elec


math:arxiv_178943

equilibrium states of black holes can be modelled by isolated horizons .
 if the intrinsic geometry


math:arxiv_178944

we study a family of semiample divisors on the moduli space @xmath0 that come from the theory of con


math:arxiv_178946

we consider a simple newtonian model of a steady accretion disk around a black hole . the model is b


math:arxiv_178960

dna s shape mostly lies on its total energy @xmath0 .
 its corresponding equilibrium shape equation


math:arxiv_178970

using quasiparticle models and imposing thermodynamic consistency , lattice data for the equation of


math:arxiv_178978

we consider a semilinear elliptic equation with a nonsmooth , locally potential function ( hemivaria


math:arxiv_178989

this paper examines the relationship between certain non - commutative analogues of projective 3-spa


math:arxiv_179003

the multiplicative fragment of linear logic is the formal system in this family with the best unders


math:arxiv_179015

recently , an asymptotic solution of the rayleigh equation for an empty bubble in @xmath0 dimensions


math:arxiv_179023

we consider the influence of stochastic perturbations on stability of a unique positive equilibrium


math:arxiv_179039

in this paper we construct quantum algorithms for matrix products over several algebraic structures


math:arxiv_179042

the @xmath0 resonance production reaction is investigated within the framework of the coupled - chan


math:arxiv_179043

the distributed system @xmath0 described by the dirac equation is investigated simply as a dynamic s


math:arxiv_179095

gromov - witten theory is used to define an enumerative geometry of curves in calabi - yau 4-folds .


math:arxiv_179110

we survey the close relationship between sound and light rays and geometry . in the case where the m


math:arxiv_179140

we consider a wireless network composed of three nodes and limited by the half - duplex and total po


math:arxiv_179147

we study the classical action functional @xmath0 on the free loop space of a closed , finite dimensi


math:arxiv_179151

within an axiomatic framework , we investigate the possibility of hypercomputation in special relati


math:arxiv_179200

vector bundles and double vector bundles or @xmath0-fold vector bundles arise naturally for instance


math:arxiv_179225

the transport and continuum equations exhibit a number of conservation laws . for example
 , scalar


math:arxiv_179232

in this paper the well known belinskii and zakharov soliton generating transformations of the soluti


math:arxiv_179237

in the anomaly equation for the singlet axial current the chiral limit of the quark mass term does n


math:arxiv_179248

a modified dirac equation with general lorentz- and cpt - violating operators in the electromagnetic


math:arxiv_179284

we investigate the structure of the macroscopic @xmath0-loop amplitude obtained from the two - matri


math:arxiv_179292

the complex eikonal equation in the three space dimensions is considered .
 we show that apart from


math:arxiv_179299

we derive two different sets of rate equations for sympathetic cooling of harmonically trapped boson


math:arxiv_179301

recently the mechanism was found which allows avoidance of the cosmological singularity within the s


math:arxiv_179304

einstein s famous equation @xmath0 for the rest energy of a system with mass @xmath1 requires that t


math:arxiv_179320

the equations of motion and junction conditions for a gravi - dilaton brane world scenario are studi


math:arxiv_179324

we consider manifolds with conic singularites that are isometric to @xmath0 outside a compact set .


math:arxiv_179334

a derivation for a polarized ccfm evolution equation which is suitable to describe the scaling behav


math:arxiv_179350

we consider implementations of high - order finite difference weighted essentially non - oscillatory


math:arxiv_179351

the semijoin algebra is the variant of the relational algebra obtained by replacing the join operato


math:arxiv_179372

the transport of single - phase fluid mixtures in porous media is described by cross - diffusion equ


math:arxiv_179373

we extend the lieb - schupp theorem to the heisenberg models with higher order interactions on non -


math:arxiv_179390

we have constructed three - dimensional models for the equilibrium abundance of molecular hydrogen w


math:arxiv_179396

the double exchange ( de ) model with quantum local spins @xmath0 is studied ; an equation of motion


math:arxiv_179404

given a differential graded ( dg ) symmetric frobenius algebra @xmath0 we construct an unbounded com


math:arxiv_179424

theoretical results regarding two - dimensional ordinary - differential equations ( odes ) with seco


math:arxiv_179433

we analyze the running at one - loop of the gauge couplings in the spectral pati  salam model that w


math:arxiv_179462

we extend matveev s theory of complexity for 3-manifolds , based on simple spines , to ( closed , or


math:arxiv_179468

often semiparametric estimators are asymptotically equivalent to a sample average .
 the object bei


math:arxiv_179478

we study the flow equation of the o(@xmath0 ) @xmath1 model in @xmath2 dimensions at the next - to -


math:arxiv_179485

we use the macroscopic fluctuation theory to determine the statistics of large currents in the kipni


math:arxiv_179490

we discuss how basic notions of graph theory and associated graph polynomials define questions for a


math:arxiv_179508

in this paper we study the phases of a schwarzschild black hole in the anti desitter background geom


math:arxiv_179517

we will present an algebra related to the coxeter group of type @xmath0 which can be taken as a twis


math:arxiv_179519

assuming the existence of a cosmological constant depending on time , we study the evolution of this


math:arxiv_179530

this paper proves firoozbakht s conjecture using rosser and schoenfelds inequality on the distributi


math:arxiv_179534

we present the first results obtained with a hybrid molecular dynamics algorithm applied to an @xmat


math:arxiv_179556

we show that there are salem numbers of every trace .
 the nontrivial part of this result is for sa


math:arxiv_179558

in this paper , we obtained a class of oscillatory , cyclic and knot type solutions from the non - l


math:arxiv_179561

search for a proper and realistic equation of state ( eos ) for strongly interacting matter used in


math:arxiv_179562

we define a relative yamabe invariant of a smooth manifold with given conformal class on its boundar


math:arxiv_179565

we construct a smooth riemannian metric on any 3-manifold with the property that there are genus zer


math:arxiv_179582

the review of the mathematical treatment of plasmon resonances as an eigenvalue problem for specific


math:arxiv_179587

we examine the prospect of using the observed abundance of weak gravitational lenses to constrain th


math:arxiv_179588

we show that the following three systems related to various hydrodynamical approximations : the kort


math:arxiv_179590

the optical conductivity [ @xmath0 spectra of alkaline - earth - filled skutterudites with the chemi


math:arxiv_179591

we study the bloch theorem which states absence of the spontaneous current in interacting electron s


math:arxiv_179601

confining a binary mixture , one can profoundly alter its miscibility behavior .
 the qualitative f


math:arxiv_179603

an interesting monogamy equation with the form of pythagorean theorem is found for @xmath0-dimension


math:arxiv_179605

among the several proofs known for @xmath0 , the one by beukers , calabi , and kolk involves the eva


math:arxiv_179611

we study the stationary solutions of the gross - pitaevskii equation that reduce , in the limit of v


math:arxiv_179634

by the sometimes so - called _ main theorem _ of recursive analysis , every computable real function


math:arxiv_179643

within the nuclear fermi - liquid drop model , quantum and thermal fluctuations are considered by us


math:arxiv_179649

we consider two types of modifications of born - infeld gravity in the palatini formulation and expl


math:arxiv_179653

we define invariants of unoriented knots and links by enhancing the integral kei counting invariant


math:arxiv_179672

consider two bounded domains @xmath0 and @xmath1 in @xmath2 , and two sufficiently regular probabili


math:arxiv_179675

in this paper we study the interior angle sums of geodesic triangles in @xmath0 geometry and prove t


math:arxiv_179678

mass segregation stands as one of the most robust features of the dynamical evolution of self - grav


math:arxiv_179682

a rephasing invariant parametrization is introduced for three flavor neutrino mixing . for neutrino


math:arxiv_179696

considering the gross - pitaevskii integral equation we are able to formally obtain an analytical so


math:arxiv_179699

we exhibit a static , cylindrically symmetric , exact solution to the euler - heisenberg field equat


math:arxiv_179727

the gradient flow equation in the 2d @xmath0 nonlinear sigma model with lattice regularization is so


math:arxiv_179740

three approaches are considered to solve the equation which describes the time - dependent diffusive


math:arxiv_179765

the density functional approach in the kohn - sham approximation is widely used to study properties


math:arxiv_179776

the possible observations of trojan - like extrasolar planets stimulate the deeper understanding of


math:arxiv_179783

the finiteness of black hole entropy suggest that spacetime is fundamentally discrete , and hints at


math:arxiv_179842

the calculations of the double parton scattering cross sections are discussed .
 it is shown that t


math:arxiv_179864

formal but exact dc conductivity formulae for anisotropic fermi liquids are reviewed .
 one is the


math:arxiv_179870

while controlling particle diffusion in a confined geometry is a popular approach taken by both natu


math:arxiv_179885

we derive general equations for the nonlinear relaxation time of brownian diffusion in randomly swit


math:arxiv_179905

the partition function of the @xmath0- or @xmath1-symmetric euclidean barrett  crane model can be un


math:arxiv_179906

considering the froissart - martin bound , jin - martin - cornille bound and the optical theorem , w


math:arxiv_179913

fractal interpolation has been proposed in the literature as an efficient way to construct closure m


math:arxiv_179916

it is shown that the standard cosmological parallax  distance formula , as found in the literature ,


math:arxiv_179918

we study a random heteropolymer model with langevin dynamics , in the supersymmetric formulation . e


math:arxiv_179921

the gribov problem in the presence of a background field is analyzed : in particular , we study the


math:arxiv_179943

we consider a six dimensional brane world model with asymmetric warp factors for time and both extra


math:arxiv_179951

theano is a linear algebra compiler that optimizes a user s symbolically - specified mathematical co


math:arxiv_179977

we consider atomic chains with nonlocal particle interactions and prove the existence of near - soni


math:arxiv_179981

in this paper the family of elliptic curves over @xmath0 given by the equation @xmath1 where @xmath2


math:arxiv_179996

we consider the stability of ( quasi-)periodic solutions of soliton equations under short range pert


math:arxiv_180030

the construction of a nonautonomous mixed mkdv / sine - gordon model is proposed by employing an inf


math:arxiv_180036

a numerical method to integrate the time - dependent hartree - fock bogoliubov ( tdhfb ) equations w


math:arxiv_180040

a longstanding conjecture by belinskii , khalatnikov , and lifshitz that the singularity in generic


math:arxiv_180041

consider a solution @xmath0 of a prescribed mean curvature equation @xmath1 where @xmath2 is a domai


math:arxiv_180057

given a finite , connected graph g , t its edge adjacency matrix , and n , a positive integer , this


math:arxiv_180066

we consider a system of nonlinear partial differential equations that describes an age - structured


math:arxiv_180070

groverian and geometric entanglement measures of the @xmath0-party pure state are expressed by the @


math:arxiv_180084

the current dependence of the exponent of the spin torque switching rate of an in - plane magnetized


math:arxiv_180112

a method of defining the complex structure(@xmath0 moduli ) for dynamically triangulated(dt ) surfac


math:arxiv_180144

we consider localized perturbations to spatially homogeneous oscillations in dimension 3 using the c


math:arxiv_180169

we establish the large deviation principle for solutions of one - dimensional sdes with discontinuou


math:arxiv_180172

analytical solutions for reconnective annihilation in curvilinear geometry are presented .
 these s


math:arxiv_180173

let @xmath0 be a finite field of characteristic 2 and @xmath1 be the element @xmath2 of @xmath3 $ ]


math:arxiv_180193

in 1929 b.  n.  delaunay proved that there are exactly 5 types of coincidence of parallelohedra at f


math:arxiv_180198

this article is concerned with pointwise growth and spreading speeds in systems of parabolic partial


math:arxiv_180207

the topology of an instant messaging system is described .
 statistical measures of the network are


math:arxiv_180217

we show that the euclidean wasserstein distance is contractive for inelastic homogeneous boltzmann k


math:arxiv_180229

in this paper we prove an alexandrov type theorem for a quotient space of @xmath0 more precisely we


math:arxiv_180245

we present solutions to the einstein - maxwell system of equations in spherically symmetric gravitat


math:arxiv_180253

we explore the relation among volume , curvature and properness of a @xmath0-dimensional isometric i


math:arxiv_180268

we review interaction models for grb afterglows , with an eye on constraining the nature of their pr


math:arxiv_180293

we show the existence of stationary solutions of a 1-d gross - pitaevskii equation in presence of a


math:arxiv_180296

in 1992 , david wright proved a remarkable theorem about which contractible open manifolds are cover


math:arxiv_180311

we construct examples of simply connected nonalgebraic symplectic fourfolds with a prescribed number


math:arxiv_180319

we derive equations of motion for the tachyon field living on an unstable non - bps d - brane in the


math:arxiv_180326

the arctic circle theorem of jockusch , propp , and shor asserts that uniformly random domino tiling


math:arxiv_180334

in this chapter , we survey the algebraic aspects of quantum teichmller space , generalized kashaev


math:arxiv_180335

it is shown that upon considering an alternative form of a parity - violating part of the transition


math:arxiv_180356

we present a faster method to determine all singularities of quiver moduli spaces up to smooth equiv


math:arxiv_180365

by solving a set of recursion relations for the matrix elements of the @xmath0 generators , the fini


math:arxiv_180373

we show the existence of the full compound asymptotics of solutions to the scalar wave equation on l


math:arxiv_180376

we generalize the hierarchical equations of motion method to study electron transport through a quan


math:arxiv_180386

we introduce an effective action smoothly extending the standard einstein - hilbert action to includ


math:arxiv_180397

we investigate how the initial geometry of a heavy - ion collision is transformed into final flow ob


math:arxiv_180398

we consider a conformally invariant version of the caldern problem , where the objective is to deter


math:arxiv_180406

in this work we present a deep learning framework for video compressive sensing .
 the proposed for


math:arxiv_180412

we investigate two interacting open quantum systems whose time evolutions are governed by markovian


math:arxiv_180431

in this paper , we consider the initial - boundary value problem for the time - dependent maxwell


math:arxiv_180447

a full implementation of the boltzmann - langevin equation for fermionic systems is introduced in a


math:arxiv_180448

we exploit a microscopically derived master equation for the study of stirap in the presence of deca


math:arxiv_180456

based on the fokker - planck equation we investigate the transport of an overdamped colloidal partic


math:arxiv_180478

we study the robustness of majorana zero energy modes and minigaps of quasiparticle excitations in a


math:arxiv_180495

fluctuation theorems , which have been developed over the past 15 years , have resulted in fundament


math:arxiv_180507

we present in this paper a very adapted finite volume numerical scheme for transport type - equation


math:arxiv_180526

we describe several methods to construct minimal foliations by hyperbolic surfaces on closed 3-manif


math:arxiv_180528

david gabai showed that disk decomposable knot and link complements carry taut foliations of depth o


math:arxiv_180533

we present a direct proof of malus theorem in geometrical optics founded on the symplectic structure


math:arxiv_180578

simple bimolecular reactions @xmath0 are analyzed within the framework of the boltzmann equation in


math:arxiv_180625

in this paper , the basic quantum field equations of free particle with 0-spin , 1-spin ( for cases


math:arxiv_180629

we show how to transform a dirac equation in curved spacetime into a dirac equation in flat spacetim


math:arxiv_180638

in this letter we present a general classification of integrable models of identical classical spins


math:arxiv_180640

we show that a null  homologous transverse knot @xmath0 in the complement of an overtwisted disk in


math:arxiv_180647

we present the @xmath0-stirling s formula using the @xmath0-product determined by tsallis entropy as


math:arxiv_180652

we show a simple , analytic equation describing a class of two - dimensional shapes well suited for


math:arxiv_180653

we study waves in a chain of dispersively coupled phase oscillators .
 two approaches  a quasi - co


math:arxiv_180658

i study a model for a massive one - dimensional particle in a singular periodic potential that is re


math:arxiv_180681

a fully implicit finite difference scheme has been developed to solve the hydrodynamic equations cou


math:arxiv_180682

in this paper , we introduce some known map projections from a model of the earth to a flat sheet of


math:arxiv_180683

the theory of solute transfer and deposit growth in evaporating sessile drops on a plane substrate i


math:arxiv_180715

we compute the energy levels of a 2d hydrogen atom when a constant magnetic field is applied . with


math:arxiv_180716

we present a first order system least squares ( fosls ) method for the helmholtz equation at high wa


math:arxiv_180721

security proof of practical quantum key distribution ( qkd ) has attracted a lot of attentions in re


math:arxiv_180722

we use the nambu - jona - lasinio model as an effective quark theory to investigate the medium modif


math:arxiv_180725

we use the  generalized hierarchical equation of motion " proposed in paper i to study decoherence i


math:arxiv_180729

bosonic string theory with the possibility for an arbitrary number of strings - i.e. a string field


math:arxiv_180734

the excitation spectrum of a two - component bose - einstein condensate has been discussed by ref @x


math:arxiv_180763

shear viscosity @xmath0 of qcd in the hadronic phase is computed by the coupled boltzmann equations


math:arxiv_180765

the transport properties between ferromagnets and high-@xmath0 superconductors were investigated in


math:arxiv_180773

we solve numerically the equations of motion for the collapse of a shell of baryonic matter , made o


math:arxiv_180778

in this work we present an exact solution of the einstein - maxwell field equations describing compa


math:arxiv_180789

we construct the covariant or model independent induced einstein - yang - mills field equations on a


math:arxiv_180792

maxwell s equations can be solved numerically in space manifold and the time by discrete exterior ca


math:arxiv_180825

let @xmath0 be a compact oriented pl manifold and let @xmath1 be its pl chain complex .
 the domain


math:arxiv_180832

within a self - consistent framework of @xmath0-deformed heisenberg algebra and its equivalent frame


math:arxiv_180833

using the landau - lifshitz - bloch ( llb ) equation for ferromagnetic materials , we derive analyti


math:arxiv_180834

the spinless salpeter equation supplemented by an instanton induced force is used to describe the sp


math:arxiv_180840

the coefficients of different mass formulae derived from the liquid drop model and including or not


math:arxiv_180852

a perceptual arrow of time is demonstrated through the derivation of equations governing the acquisi


math:arxiv_180875

a fast and stable numerical method is formulated to compute the time evolution of a wave function in


math:arxiv_180892

it is shown that the spin is naturally introduced into classical mechanics if the latter is formulat


math:arxiv_180896

this paper investigates the computational geometry relevant to calculations of the frchet mean and v


math:arxiv_180917

the space - time development of a quark - gluon plasma is calculated from a vlasov equation for the


math:arxiv_180922

the paper is a summary of the results of the authors concerning computations of symplectic invariant


math:arxiv_180964

building on the radon transform of the vlasov - poisson equations , a macroscopic fluid model for th


math:arxiv_180979

the main goal of this paper is to derive an alternative characterization of the multisymplectic form


math:arxiv_180989

calculations using the ( exact ) fermionic functional renormalization group are usually truncated at


math:arxiv_180994

in this paper the maximum likelihood equations for the parameters of the weight lindley distribution


math:arxiv_181005

tunneling through two vertically coupled quantum dots is studied by means of a pauli master equation


math:arxiv_181016

we investigate possible effects of quantum power - law statistical mechanics on the relativistic nuc


math:arxiv_181018

this paper is a follow - up to a previous paper on fermions @xcite .
 a simple state sum model for


math:arxiv_181020

the observation of @xmath0 solar - mass neutron - like star gives constraint on the equation of stat


math:arxiv_181029

we present a field - theoretical method to obtain consistently the equations of motion for small amp


math:arxiv_181037

the disk complex of a surface in a 3-manifold is used to define its _
 topological index_. surfaces


math:arxiv_181049

we consider singular perturbation elliptic problems depending on a parameter @xmath0 such that , for


math:arxiv_181066

this article is part of a collection that strives to collect and provide in an unified form data abo


math:arxiv_181093

we give a short review of hydrodynamic models at heavy ion collisions from the point of view of init


math:arxiv_181128

we review the kohno  drinfeld theorem and a conjectural analogue relating quantum weyl groups to the


math:arxiv_181132

it was conjectured by m^c^kernan and shokurov that for all mori contractions from @xmath0 to @xmath1


math:arxiv_181148

analytical analysis of spatially extended autocatalytic and hypercyclic systems is presented .
 it


math:arxiv_181156

an approximate form for the vacuum averaged stress - energy tensor of a conformal spin-2 quantum fie


math:arxiv_181171

we present a complete systematics ( excitation function , impact parameter , system size , isospin a


math:arxiv_181188

we theoretically study the magnetoresistance of a cpp - gmr system with current confined paths ( ccp


math:arxiv_181195

we give a combinatorial characterization of generic minimal rigidity for _ planar periodic framework


math:arxiv_181201

a computer code is presented for solving the equations of hartree - fock - bogoliubov ( hfb ) theory


math:arxiv_181205

armin straub s beautiful article ( https://arxiv.org/abs/1601.07161 ) concludes with two intriguing


math:arxiv_181213

the coupled dynamics of the scissors mode and the isovector giant quadrupole resonance are studied u


math:arxiv_181228

given a transverse link in @xmath0 , we study the contact manifold that arises as a branched double


math:arxiv_181248

we introduce stable equivalence classes of oriented links in orientable three - manifolds that are o


math:arxiv_181249

khovanov homology for knots has generated a flurry of activity in the topology community .
 this pa


math:arxiv_181293

a standard convexity condition on the boundary of a symplectic manifold involves an induced positive


math:arxiv_181314

we present a class of exact vacuum solutions corresponding to de sitter and warm inflation models in


math:arxiv_181319

by solving the kinetic spin bloch equations , we study the time evolution of the transient spin grat


math:arxiv_181325

we derive a set of equations monitoring the evolution of covariant and gauge - invariant linear scal


math:arxiv_181332

we consider a lattice equation ( salerno model ) combining onsite self - focusing and intersite self


math:arxiv_181334

we report here the analytical formula for the time - resolved dynamical franz - keldysh effect ( tr


math:arxiv_181361

a phenomenological two - fluid model of the ( time - reversible ) spectrally - truncated @xmath0 eul


math:arxiv_181389

this survey gives an overview of several fundamental algebraic constructions which arise in the stud


math:arxiv_181390

we numerically investigated the sequences of initial data of thin spindle and thin ring in five - di


math:arxiv_181398

as observed by auderset et al .
 ( 2005 ) and wiesel ( 2012 ) , viewing covariance matrices as elem


math:arxiv_181402

quantum scattering by a one - dimensional odd potential proportional to the square of the distance t


math:arxiv_181403

we calculate several neutron star properties , for static and/or rotating stars , using equations of


math:arxiv_181415

this paper concerns the motion of a relativistic string in a curved space - time . as a general fram


math:arxiv_181425

we consider a class of super - conformal @xmath0-deformed @xmath1 gauge theories dual to string theo


math:arxiv_181462

in this article , we investigate the error bound of quantum discord , obtained by the analytic formu


math:arxiv_181465

we formulate a finite - difference time - domain ( fdtd ) approach to simulate electromagnetic wave


math:arxiv_181481

based on the numerical solution of the time - dependent relativistic euler equations onto a fixed sc


math:arxiv_181489

a distance - squared function is one of the most significant functions in the application of singula


math:arxiv_181502

in this paper , we present a new pseudo - spectral method to solve the initial value problem associa


math:arxiv_181505

recently , a theoretical framework aimed at separating the roles of dynamics and topology in multi -


math:arxiv_181510

we introduce a new concept of finite - time entropy which is a local version of the classical concep


math:arxiv_181525

we investigate a possibility of reheating in a scenario of d - brane inflation in a warped deformed


math:arxiv_181546

this paper is concerned with finite element approximations of @xmath0 strong solutions of second - o


math:arxiv_181547

we show that every complete intersection defined by laurent polynomials in an algebraic torus is iso


math:arxiv_181550

a crucial element of scattering theory and the lsz reduction formula is the assumption that the coup


math:arxiv_181567

in this paper the failure of hardy s nonlocality proof for the class of maximally entangled states i


math:arxiv_181578

we formulate a criterion for the existence and uniqueness of an invariant measure for a markov proce


math:arxiv_181587

we propose a stochastic method for solving schwinger - dyson equations in large-@xmath0 quantum fiel


math:arxiv_181598

we consider time - dependent gaussian wave packet solutions of the schrdinger equation ( with arbitr


math:arxiv_181605

the bulk states of some materials , such as topological insulators , are described by a modified dir


math:arxiv_181606

in a recent work , dancs and he found an euler - type formula for @xmath0 , @xmath1 being a positive


math:arxiv_181610

we present a numerical method for computing optimal transition pathways and transition rates in syst


math:arxiv_181612

indirect reciprocity in which players cooperate with unacquainted other players having good reputati


math:arxiv_181616

the finite element method ( fem ) is applied to obtain numerical solutions to a recently derived non


math:arxiv_181632

we study the general theorem about gravitational lensing which states the relationship between the n


math:arxiv_181650

a computational problem exhibits a  gap property " when there is no tractable boundary between two d


math:arxiv_181661

chemical reactions modeled by ordinary differential equations are finite - dimensional dissipative d


math:arxiv_181674

we apply the perturbative qcd factorization theorem developed recently for nonleptonic heavy meson d


math:arxiv_181675

dynamically exact calculations of a quasi - bound state in the @xmath0 three - body system are perfo


math:arxiv_181698

we study the noise effects in a driven system of globally coupled oscillators , with particular atte


math:arxiv_181723

the relativistic faddeev equation for three - nucleon scattering is formulated in momentum space and


math:arxiv_181735

we prove a decomposition theorem for the class of triangle - free graphs that do not contain a subdi


math:arxiv_181737

the time - dependent form of tappert s range refraction parabolic equation is derived and proposed a


math:arxiv_181758

we propose a new linear algebraic approach to the computation of tarskian semantics in logic .
 we


math:arxiv_181785

few - nucleon correlations in nuclear matter at finite densities and temperatures are explored .
 u


math:arxiv_181789

we present an experimentally realizable , simple mechanical system with linear interactions whose ge


math:arxiv_181795

we study a standard linear readout model of perceptual integration from a population of sensory neur


math:arxiv_181797

we establish a mermin  wagner type theorem for gibbs states on infinite random lorentzian triangulat


math:arxiv_181801

we give a simple proof that the straightforward generalisation of clique - width to arbitrary struct


math:arxiv_181816

diluted mean - field models are graphical models in which the geometry of interactions is determined


math:arxiv_181822

ulrich berger presented a powerful proof of strong normalisation using domains , in particular it si


math:arxiv_181825

a simplified thermodynamic approach of the incompressible 2d euler equation is considered based on t


math:arxiv_181827

starting from the boltzmann equation in the relaxation time approximation and employing a chapman -


math:arxiv_181836

we construct darboux transformation of a coupled generalized nonlinear schrdinger ( cgnls ) equation


math:arxiv_181845

a geometric approach to the equation found by hietarinta and viallet , which satisfies the singulari


math:arxiv_181856

the three key documents for study geometry are : 1 ) `` the elements '' of euclid , 2 ) the lecture


math:arxiv_181860

we study an inverse problem for a non - compact riemannian manifold whose ends have the following pr


math:arxiv_181868

we consider families of multiple and simple integrals of the `` ising class '' and the linear ordina


math:arxiv_181881

in this paper , we introduce a fictitious dynamics for describing the only fast relaxation of a stif


math:arxiv_181889

we examine the parametrization of the qcd coupling in the bethe - salpeter equations for the hard an


math:arxiv_181909

two variants of the mcv3 scheme are presented based on a flux reconstruction formulation .
 differe


math:arxiv_181918

we present the first 3-dimensional , fully compressible gas - dynamics simulations in @xmath0 geomet


math:arxiv_181925

the fundamental solution of the schrdinger equation for a free particle is a distribution .
 this d


math:arxiv_181938

we study numerically the decay of the inflaton by solving the full non - linear equations of motion


math:arxiv_181945

a parameter estimation problem is considered for a stochastic parabolic equation with multiplicative


math:arxiv_181953

we present time - dependent analytic solutions to the einstein equations coupled with a dilaton ( sc


math:arxiv_181958

the rapidity - even dipolar flow @xmath0 associated with dipole asymmetry in the initial geometry is


math:arxiv_181961

we characterize the syzygies and co - syzygies over 2-calabi - yau tilted algebras in terms of the a


math:arxiv_181964

we study the problem of approximation of solutions of the skorokhod problem and reflecting stochasti


math:arxiv_181980

coherent oscillations of a scalar field can mimic the behavior of a perfect fluid with an equation -


math:arxiv_181987

the finite - frequency dynamics of the @xmath0he superfluid phase transition can be formulated in te


math:arxiv_181995

we discuss hybrid atomistic - continuum methods for multiscale hydrodynamic applications . both dens


math:arxiv_182004

the conditions for a cuspidal edge , swallowtail and other fundamental singularities are given in th


math:arxiv_182006

the connected components of the zero set of any conformal vector field , in a pseudo - riemannian ma


math:arxiv_182008

an optimal control problem for the continuity equation is considered .
 the aim of a `` controller


math:arxiv_182009

in this article we consider several forms of expansivity . we introduce two new definitions related


math:arxiv_182026

this paper stands for an application of the noncommutative ( nc ) noether theorem , given in our pre


math:arxiv_182027

low  energy cosmic rays ( crs ) are confined by self  generated mhd waves in the mostly neutral ism


math:arxiv_182033

we address the general classification problem of all stable associative product structures in the co


math:arxiv_182037

we survey the ( old and new ) regularity theory for the monge - ampre equation , show its connection


math:arxiv_182043

we consider in this paper the muskat problem in a periodic geometry and incorporate capillary as wel


math:arxiv_182044

in this paper we set up a rigorous justification for the reinitialization algorithm .
 using the th


math:arxiv_182051

we give a new proof of the cobham s first theorem using ideas from symbolic dynamics and of the cobh


math:arxiv_182064

in the context of both inclusive and diffractive deep inelastic scattering , we derive the first phe


math:arxiv_182076

the adjoint equation was introduced in the early days of neutron transport and its solution , the ne


math:arxiv_182103

we provide a complete classification of solvable instances of the equational unification problem ove


math:arxiv_182128

we study slow - roll inflation with the gauss - bonnet and chern - simons corrections .
 we obtain


math:arxiv_182153

we derive the free @xmath0 singleton action by sending the @xmath1 brane to the minkowski boundary o


math:arxiv_182190

we found double - extreme black holes associated with the special geometry of the calabi - yau modul


math:arxiv_182193

scattering theory has had a major roll in twentieth century mathematical physics . mathematical mode


math:arxiv_182215

we consider particle acceleration by large - scale incompressible turbulence with a lengthscale larg


math:arxiv_182228

genus 2 mutation is the process of cutting a 3-manifold along an embedded closed genus 2 surface , t


math:arxiv_182233

we study lowest - weight irreducible representations of rational cherednik algebras attached to the


math:arxiv_182241

we give new bounds and asymptotic estimates on the number of standard young tableaux of skew shape i


math:arxiv_182276

we propose an approach to statistical systems on lattices with sphere - like topology . focusing on


math:arxiv_182292

a generalized fokker - planck equation is derived to describe particle kinetics in specific situatio


math:arxiv_182301

we study the thermodynamics of clean , layered superconductor / ferromagnet nanostructures using ful


math:arxiv_182310

motivated by a recent study casting doubt on the correspondence between regge calculus and general r


math:arxiv_182312

the complex eikonal equation in @xmath0 dimensions is investigated .
 it is shown that this equatio


math:arxiv_182324

using variational and numerical solutions of the mean - field gross - pitaevskii equation we show th


math:arxiv_182327

a topology preserving skeleton is a synthetic representation of an object that retains its topology


math:arxiv_182337

the lindblad equation is a natural generalization to open systems of the schrdinger equation .
 we


math:arxiv_182338

we generalize some identities and @xmath0-identities previously known for the symmetric group to cox


math:arxiv_182341

the nonadiabatic transition probabilities in the two - level systems are calculated analytically by


math:arxiv_182356

we construct and study a family of toric degenerations of the algebra of conformal blocks for a stab


math:arxiv_182366

the orientational dynamics of weakly inertial axisymmetric particles in a steady flow is investigate


math:arxiv_182367

we investigate the real - time dynamics of open quantum spin-@xmath0 or hardcore boson systems on a


math:arxiv_182399

we consider the twin paradox of special relativity in a universe with a compact spatial dimension .


math:arxiv_182401

we study the dimension-6 quark anomalous electroweak couplings in the formulation of linearly realiz


math:arxiv_182427

a finite volume scheme for the ( patlak- ) keller - segel model in two space dimensions with an addi


math:arxiv_182449

the character formulas of @xcite are an early triumph in @xmath0-adic harmonic analysis , but , to d


math:arxiv_182483

the several algebraic approaches to graph transformation proposed in the literature all ensure that


math:arxiv_182501

quantum polarization is investigated by means of a trajectory picture based on the bohmian formulati


math:arxiv_182507

we investigate the role of discrete - particle noise in interface - controlled ostwald ripening .


math:arxiv_182535

we study tilting for the heart @xmath0 of the canonical t - structure of the finite - dimensional de


math:arxiv_182542

partially rectangular domains are compact two - dimensional riemannian manifolds @xmath0 , either cl


math:arxiv_182564

slow - fast dynamical systems have two time scales and an explicit parameter representing the ratio


math:arxiv_182575

in this paper we construct a parametrix for the high - energy asymptotics of the analytic continuati


math:arxiv_182590

in this letter , by using the bifurcation method of planar dynamical systems , we obtain the analyti


math:arxiv_182598

in this paper , we derive key - rate expressions for several different quantum key distribution prot


math:arxiv_182607

an oriented compact 4-manifold @xmath0 with boundary @xmath1 is called a positon ( resp .
 negaton


math:arxiv_182622

for relativistic particles with spin 1/2 , which are described by the dirac equation , a semiclassic


math:arxiv_182640

using a few basics from integration theory , a short proof of nowhere - differentiability of weierst


math:arxiv_182661

for a lie groupoid there is an analytic index morphism which takes values in the @xmath0theory of th


math:arxiv_182669

we discuss @xmath0 integrability estimates for the solution  @xmath1 of the advection - diffusion eq


math:arxiv_182670

various scaling relations of the entanglement entropy are reviewed .
 based on the scaling , i woul


math:arxiv_182673

the dynamics of linear perturbations is studied in magnetized plasma shear flows with a constant she


math:arxiv_182694

an exotic dark component , named generalized chaplygin gas ( cg ) and parameterized by an equation o


math:arxiv_182697

in this document we study some local deformation properties of matrix representations of the univers


math:arxiv_182698

we present a generalized rate equation model for the array and polarization dynamics of general one


math:arxiv_182737

two discrete path integral formulations for the ground state of a spin- pinned quantum anisotropic x


math:arxiv_182748

* abstract  :* the paper describes a formulation of discrete scalar wave propagation in an inhomogen


math:arxiv_182759

the darboux  dressing transformations developed in @xcite are here applied to construct soliton solu


math:arxiv_182773

the paper proposes a second - order accurate direct eulerian generalized riemann problem ( grp ) sch


math:arxiv_182781

the schwinger - dyson equation for a scalar propagator is solved in minkowski space with the help of


math:arxiv_182792

we integrate the mhd ideal equations to simulate dark void sunwardly moving structures in post
 fla


math:arxiv_182800

in this work we report a numerical study of the cosmic magnetic field amplification due to collision


math:arxiv_182817

the possibility of formation of a droplet phase ( dp ) inside a star and its consequences on the str


math:arxiv_182820

we examine the different possible symmetries of the superconducting gap obtained by solving the elia


math:arxiv_182822

* abstract : * this paper discusses several new exact solutions of static wormholes in @xmath0 gravi


math:arxiv_182835

the fluid - structure interaction is studied for a system composed of two coaxial pipes in an annula


math:arxiv_182841

we have succeeded in obtaining _
 exact _ configurations of irrotational binary systems for compres


math:arxiv_182849

a complete , rigorous relativistic field - theory formulation of the nucleon - nucleon ( @xmath0 ) b


math:arxiv_182869

we present analytically the exact energy bound - states solutions of the schrdinger equation in @xma


math:arxiv_182881

some iterative techniques are defined to solve reversible inverse problems and a common formulation


math:arxiv_182896

we develop the shape derivative analysis of solutions to the problem of scattering of time - harmoni


math:arxiv_182898

the bethe - salpeter equation in unitarized chiral perturbation theory is usually solved with the so


math:arxiv_182917

physical constraints such as positivity endow the set of quantum states with a rich geometry if the


math:arxiv_182932

the problem of construction of a continuous ( macroscopic ) matter model for a given point - like (


math:arxiv_182951

we study the nonhomogeneous boundary value problem for the navier  stokes equations of steady motion


math:arxiv_182955

noncommutative geometry , an offshoot of string theory , replaces point - like structures with smear


math:arxiv_182959

in this work we consider the method of non - linear boundary integral equation for solving numerical


math:arxiv_182970

in this contribution i review rigorous formulations of a variety of limitations of measurability in


math:arxiv_182976

we propose a computer - assisted approach to studying the effective continuum behavior of spatially


math:arxiv_182992

for a 4dimensional spatially - flat friedmann - robertson - walker universe with a scalar field @xma


math:arxiv_183000

we calculate the two - loop vertex function for the crossed topology , and for arbitrary masses and


math:arxiv_183002

we examine the sensitivity and surface bias of convolved dglv radiative and elastic loss in a realis


math:arxiv_183037

this paper deals with the dissipative dynamics of a quantum harmonic oscillator interacting with a b


math:arxiv_183043

small perturbations of the jacobi matrix with weights @xmath0 and zero diagonal are considered . a f


math:arxiv_183044

using methods from coarse topology we show that fundamental classes of closed enlargeable manifolds


math:arxiv_183050

we study the algebraic structure of the outer automorphism group of a general right - angled artin g


math:arxiv_183053

in this paper we are concerned with convergence of solutions of the poisson equation with neumann bo


math:arxiv_183087

we present the classical solutions to the einstein field equations derived using the wkb - like and


math:arxiv_183102

we study excitonic condensation in an electron - hole bilayer system with unequal layer densities at


math:arxiv_183108

the important studies of peebles , and bond and efstathiou have led to the formula @xmath0 $ ] aimed


math:arxiv_183109

the zero to four loop contribution to the cross section @xmath0 for @xmath1 hadrons , when combined


math:arxiv_183114

in this paper , we introduce the method of adding additional factors and a parameter to multiple zet


math:arxiv_183124

we present results on stabilization for reduced order models ( rom ) of partial differential equatio


math:arxiv_183141

we present a new formulation of the multipolar expansion of an exact boundary condition for the wave


math:arxiv_183147

it was shown by weyl that the general static axisymmetric solution of the vacuum einstein equations


math:arxiv_183161

we review explicit solutions to the stationary axisymmetric einstein - maxwell equations which can b


math:arxiv_183178

we propose a general approach to the description of spectra of complex networks .
 for the spectra


math:arxiv_183195

gravitational perturbations of the de sitter spacetime are investigated using the regge
 wheeler fo


math:arxiv_183204

consider an algebraic torus of small dimension acting on an open subset of @xmath0 , or more general


math:arxiv_183205

we present an extension of the krmn - howarth theorem to the lagrangian averaged magnetohydrodynamic


math:arxiv_183234

this talk discusses the effective field theory view of deep inelastic scattering . in such an approa


math:arxiv_183241

we re - analyze charged lepton corrections to neutrino mixing angles and cp phases , carefully inclu


math:arxiv_183252

an explicit construction of all finite - dimensional irreducible representations of the lie superalg


math:arxiv_183258

for a semisimple factorizable hopf algebra over a field of characteristic zero , we show that the va


math:arxiv_183293

we use pseudo quantum electrodynamics ( pqed ) in order to describe the full electromagnetic interac


math:arxiv_183294

this paper defines and investigates nonsymmetric macdonald polynomials with values in an irreducible


math:arxiv_183311

we formulate a new class of stochastic partial differential equations ( spdes ) , named _ high - ord


math:arxiv_183318

we present exact analytic formulae for the eclipse of a star described by quadratic or nonlinear lim


math:arxiv_183325

the kirschner - lipatov result for the dlla of high - energy @xmath0 backward scattering is re - der


math:arxiv_183340

recent studies have shown that gamma - ray pulsar light curves are very sensitive to the geometry of


math:arxiv_183352

we study magnetohydrodynamic ( mhd ) standing shocks in inflowing plasmas in a black hole magnetosph


math:arxiv_183355

the algorithm given by akbulut and ozbagci constructs an explicit open book decomposition on a conta


math:arxiv_183365

in this paper we develop a variational method for the loewner equation in higher dimensions . as a r


math:arxiv_183378

the split of a generalised chaplygin gas with an equation of state @xmath0 into an interacting mixtu


math:arxiv_183389

we introduce a numerical method to integrate the stochastic landau - lifshitz - gilbert equation in


math:arxiv_183393

here we review a hybrid lattice boltzmann algorithm to solve the equations of motion of cholesteric


math:arxiv_183403

we construct a coherent state of @xmath0-deformed zero coupled nucleon pairs distributed in several


math:arxiv_183415

in this article we review recent generalisations of the central limit theorem for the sum of special


math:arxiv_183423

the assumption that space - time is a noncommutative space formed as a product of a continuous four


math:arxiv_183433

the general theme of this note is illustrated by the following theorem :    * theorem 1 .
 *  _ sup


math:arxiv_183453

modal dependence logic ( @xmath0 ) was introduced recently by vnnen .
 it enhances the basic modal


math:arxiv_183461

in this article , we present a landing theorem for periodic dynamic rays for transcendental entire m


math:arxiv_183474

we study random knots and links in @xmath0 using the petaluma model , which is based on the petal pr


math:arxiv_183485

we present a detailed study of the geometric and algebraic properties of the multidimensional quadri


math:arxiv_183496

i discuss the problem of formulating the baryon chiral perturbation theory ( @xmath0pt ) in the pres


math:arxiv_183497

we provide abelianizations of differentiable actions of finite groups on smooth real manifolds . de


math:arxiv_183513

a new method of extracting diffractive parton distributions is presented which avoids the use of reg


math:arxiv_183540

motivated by the high sensitivity to fermi surface topology and scattering mechanisms in magneto - t


math:arxiv_183549

we prove a theorem about elliptic operators with symmetric potential functions , defined on a functi


math:arxiv_183570

maxwell s equations are considered with transparent boundary conditions , for initial conditions and


math:arxiv_183582

a simple ansatz is proposed for two - color @xmath0-matrix satisfying the tetrahedron equation .
 i


math:arxiv_183587

we extend the theory of cellular automata to arbitrary , time - varying graphs .
 in other words we


math:arxiv_183588

we study travelling - wave solutions for a reaction - diffusion system arising as a model for host -


math:arxiv_183602

we study the dynamics of polynomials with coefficients in a non - archimedean field @xmath0 where @x


math:arxiv_183617

from the hamiltonian connecting the inside and outside of an fabry - prot cavity , which is derived


math:arxiv_183637

this study considers the problem of the extreme behavior exhibited by solutions to burgers equation


math:arxiv_183648

we study the monoid generated by @xmath0 distance matrices under tropical ( or min - plus ) multipli


math:arxiv_183659

in geometry and graph theory , the jordan curve theorem has both educational and academic roles .


math:arxiv_183681

let @xmath0 be an oriented riemannian manifold of dimension at least @xmath1 and @xmath2 a vector fi


math:arxiv_183736

it is well known that among all closed bounded curves in the plane with the given perimeter , the ci


math:arxiv_183738

proof search has been used to specify a wide range of computation systems . in order to build a fram


math:arxiv_183742

we propose a simple graphical approach to steady state solutions of the cable equation for a general


math:arxiv_183743

we show that a saturable single - frequency elastic t - matrix approach to scattering of light by at


math:arxiv_183748

the @xmath0-camassa - holm ( @xmath0ch ) equation is a nonlinear integrable partial differential equ


math:arxiv_183760

we introduce an algebraic structure we call _ semiquandles _ whose axioms are derived from flat reid


math:arxiv_183763

we conduct a brief survey on wolfram s classification , in particular related to the computing capab


math:arxiv_183774

the inflaton condensate associated with a global symmetry can fragment into quasistable @xmath0 ball


math:arxiv_183790

equation of state for chromium nitride has been debated in the literature in connection with a propo


math:arxiv_183800

the study of the relation between lie algebras and groups , and especially the derivation of new alg


math:arxiv_183802

we revisit several maximization problems for geometric networks design under the non - crossing cons


math:arxiv_183805

we study the structure of bipartite unitary operators which generate via the stinespring dilation th


math:arxiv_183811

in this article , the continuous time random walk on the circle is studied .
 we derive the corresp


math:arxiv_183826

we formulate and investigate the simplest version of time - optimal quantum computation theory ( _ t


math:arxiv_183830

one of the key features of small - worlds is the ability to route messages with few hops only using


math:arxiv_183833

we have derived an analytical trace formula for the level density of the hnon - heiles potential usi


math:arxiv_183844

an explicit formula for the @xmath0-polynomial of the knot with conway s notation @xmath1 is obtaine


math:arxiv_183859

convective dynamo simulations are performed in local cartesian geometry .
 we report the first succ


math:arxiv_183860

we solve numerically various types of the gap equations developed in the relativistic bcs and genera


math:arxiv_183899

the cauchy problem is considered for the massive dirac equation in the non - extreme kerr - newman g


math:arxiv_183901

the conventional semi - empirical formula for collapse distance [ phys . rev .
 179 , 862 ( 1969 )


math:arxiv_183936

we discuss the elementary vortex pinning in type - ii superconductors in connection with the anderso


math:arxiv_183938

we prove an integration by parts formula for the probability measure induced by the semi - classical


math:arxiv_183946

in this paper , we study the superconvergence phenomenon in the free central limit theorem for ident


math:arxiv_183961

we discuss the fate of initial states of the cat type for the damped harmonic oscillator , mostly em


math:arxiv_183973

we classify generic systems of polynomial equations with a single solution , or , equivalently , col


math:arxiv_183974

the concept of hyperbolic flux tubes ( hfts ) is a generalization of the concept of separator field


math:arxiv_183977

using the notion of an elementary loop , gebser and schaub refined the theorem on loop formulas due


math:arxiv_183985

the search for extraterrestrial intelligence ( seti ) has been heavily influenced by solutions to th


math:arxiv_184033

in this note , we consider the landau gauge in the continuum formulation
 . our purposes are twofol


math:arxiv_184037

albertson conjectured that if a graph @xmath0 has chromatic number @xmath1 then its crossing number


math:arxiv_184097

bernstein
 von mises theorems for nonparametric bayes priors in the gaussian white noise model are


math:arxiv_184105

recently , two kinds of hss - based iteration methods are constructed for coping with the absolute v


math:arxiv_184125

in this paper we consider a semi - linear , energy - critical , shifted wave equation on the hyperbo


math:arxiv_184131

the wheeler  dewitt  equation for a class of kantowski  sachs  like models is completely solved .


math:arxiv_184148

cieliebak , mundet i riera and salamon recently formulated a definition of branched submanifold of e


math:arxiv_184154

we consider @xmath0-equivariant dimensional reduction of yang - mills theory on khler manifolds of t


math:arxiv_184164

motivated by questions in theoretical distributed computing , we develop the combinatorial theory of


math:arxiv_184172

using the hellmann  feynman theorem we analyze the contribution of the different terms of the nucleo


math:arxiv_184175

in this paper , we study the bilinear form and the general @xmath0-soliton solution for a two - comp


math:arxiv_184177

k.  ding studied a class of schubert varieties @xmath0 in type a partial flag manifolds , indexed by


math:arxiv_184210

we elucidate the general rule governing the response of dislocation lines in three - dimensional top


math:arxiv_184217

for any perturbative series that is known to @xmath0-subleading orders of perturbation theory , we u


math:arxiv_184223

we give more details about an integrable system @xcite in which the dirac operator @xmath0 on a grap


math:arxiv_184225

we provide a detailed discussion of out - of - equilibrium phase transitions in the hamiltonian mean


math:arxiv_184241

we present results of diffusion monte carlo calculations for a system of solid ortho - d@xmath0 at d


math:arxiv_184266

the ktev e799 experiment has conducted a search for the rare decay @xmath0 via the topology @xmath1


math:arxiv_184273

the proposed ds / cft correspondence remains an intriguing paradigm in the context of string theory


math:arxiv_184283

we study a composition of normal and exotic matter which is required for a flat emergent universe sc


math:arxiv_184300

a microscopic theory for nuclear pairing is proposed through the generalized density matrix formalis


math:arxiv_184305

there exist diverse no - go theorems , ranging from no - cloning to monogamies of quantum correlatio


math:arxiv_184313

we provide a complete classification of the class of unital graph algebras   prominently containing


math:arxiv_184321

this paper concerns the motion of relativistic strings in the schwarzschild space - time . as a gene


math:arxiv_184328

many physical problems can be described using the integral equations known as volterra equations .


math:arxiv_184331

employing a twisted superspace with eight supercharges , we describe an off - shell formulation of @


math:arxiv_184339

this paper presents a study of the characterization of the singular manifold of the six - degree - o


math:arxiv_184370

using heuristic arguments based on the trace formulas , we analytically calculate the semiclassical


math:arxiv_184374

a simple but rigorous proof of the _ fundamental theorem of calculus _ is given in geometric calculu


math:arxiv_184391

we consider the propagation of gaussian beams in a waveguide with gain and loss in the paraxial appr


math:arxiv_184408

the diagram technique for the one - band hubbard model is formulated for the case of moderate to str


math:arxiv_184422

in this short paper we compute the values of dijkgraaf - witten invariants over @xmath0 for all orie


math:arxiv_184423

let @xmath0 be an exact symplectic manifold with contact type boundary such that @xmath1 . in this p


math:arxiv_184444

the von neumann entropy at the output of a bosonic channel with thermal noise is analyzed .
 cohere


math:arxiv_184455

we study effects of a chiral helimagnet ( chm ) on vortex states in a superconductor , solving the g


math:arxiv_184466

the renormalization group evolution equation for two neutrino mixing is known to exhibit nontrivial


math:arxiv_184476

anisotropy effects on the finite - size critical behavior of a two - dimensional ising model on a ge


math:arxiv_184485

we provide a real algebraic symbolic - numeric algorithm for computing the real variety @xmath0 of a


math:arxiv_184490

0.2 cm electronic transport through thin and laterally constrained domain walls in ferromagnetic nan


math:arxiv_184493

we describe results concerning the existence proofs of discrete breathers ( dbs ) in the two classes


math:arxiv_184500

we discuss orbital entanglement in mesoscopic conductors , focusing on the effect of dephasing .
 t


math:arxiv_184509

in this paper we discuss the effect of gravitational frame dragging on orbiting qubits . in particul


math:arxiv_184516

we compute the one - loop lattice renormalization of the two - quark operators @xmath0 , where @xmat


math:arxiv_184537

high precision multipole polarizabilities , @xmath0 for @xmath1 of the @xmath2 ground state of the h


math:arxiv_184542

for a class of dynamical systems , called the axiom - a systems , sinai , ruelle and bowen showed th


math:arxiv_184556

in this paper we show that the c*-algebra generated by radial toeplitz operators with @xmath0-symbol


math:arxiv_184561

the non - integrable mass is studied explicitly in this paper .
 we study einstein - scalar graviti


math:arxiv_184566

non - linear nature of einstein equation introduces genuine relativistic higher order corrections to


math:arxiv_184569

the heat current across a quantum harmonic system connected to reservoirs at different temperatures


math:arxiv_184576

schmutz schaller s @xcite conjecture regarding the lengths of the hexagonal versus the lengths of th


math:arxiv_184587

we present an inverse scattering transform approach for the equation @xmath0 this equation can be vi


math:arxiv_184617

let @xmath0 be the cover time of two - dimensional discrete torus @xmath1 .
 we prove that @xmath2=


math:arxiv_184637

efficient structure search is a major challenge in computational materials science .
 we present a


math:arxiv_184664

i give a brief introduction to many worlds or `` no wavefunction collapse '' quantum mechanics , sui


math:arxiv_184677

we present a study of the geodesic equations of a black hole space - time which is a solution of the


math:arxiv_184683

we investigate the transport through a few - level quantum system described by a markovian master eq


math:arxiv_184691

the first part of hilbert s sixteenth problem deals with the classification of the isotopy types rea


math:arxiv_184712

3.0 ex we consider the structure of divergences in drell - yan process with small transverse momentu


math:arxiv_184714

we propose a simple , yet expressive proof representation from which proofs for different proof assi


math:arxiv_184726

we study the bifurcations of a set of nine nonlinear ordinary differential equations that describe t


math:arxiv_184729

in this paper we study for the incompressible euler equations the global structure of the bifurcatio


math:arxiv_184740

this paper presents finite - velocity random motions driven by fractional klein  gordon equations of


math:arxiv_184742

we prove a weaker version of the hilbert - smith conjecture : if @xmath0 is a compact hausdorff topo


math:arxiv_184773

we prove a correspondence theorem for singular tropical surfaces in @xmath0 , which recovers singula


math:arxiv_184801

in this article , we discuss some classical problems in combinatorics which can be solved by exploit


math:arxiv_184811

recently , we have derived a fluctuation theorem for systems in thermodynamic equilibrium compatible


math:arxiv_184817

in this paper we study random linear systems with @xmath0 variables per equation over the finite fie


math:arxiv_184830

a general approach how to analytically describe and understand @xmath0 lattice thermodynamics in the


math:arxiv_184831

the properties of the evolution equation have been analyzed . the uniqueness and the existence of so


math:arxiv_184842

a dynamical system of equations describing parametric sound generation ( psg ) in a dispersive large


math:arxiv_184857

for a @xmath0 surface @xmath1 , consider the subring of @xmath2 generated by divisor and diagonal cl


math:arxiv_184864

the holonomy group @xmath0 of a pseudo - quaternionic - khlerian manifold of signature @xmath1 with


math:arxiv_184872

we solve a conjecture raised by evans in 1991 on the characterization of the positively correlated s


math:arxiv_184873

in this paper we consider sheaves of differential operators on quadrics of low dimension in positive


math:arxiv_184879

_ background _ : understanding the complex hierarchical topology of functional brain networks is a k


math:arxiv_184884

the theory for condensation of higher fermionic clusters is developed .
 fully selfconsistent nonli


math:arxiv_184903

as an application of cauchy s theorem we prove that @xmath0 answering a question first posted in mat


math:arxiv_184904

we study an extension of @xmath0,$ ] first - order logic interpreted in finite words , in which form


math:arxiv_184907

the time evolution of a charged point particle is governed by a second - order integro - differentia


math:arxiv_184915

calculations of the ground state of inhomogeneous many - electron systems involve a solving of the p


math:arxiv_184936

let @xmath0 be a finite group acting by automorphism on a lattice @xmath1 , and hence on the group a


math:arxiv_184940

we prove that some fairly basic questions on automata reading infinite words depend on the models of


math:arxiv_184947

the transient thermocapillary migration of drops with nontrivial deformation is studied .
 the fini


math:arxiv_184959

we use the overlapping grids method to construct a fourth order accurate discretization of a first o


math:arxiv_184996

the solution for an inflationary universe without singularities is derived from the einstein - lemat


math:arxiv_185001

in this paper , a technique for constructing quasiperiodic structures is suggested , which allows on


math:arxiv_185004

we propose here a multidimensional generalisation of the notion of link introduced in our previous p


math:arxiv_185010

in this paper , we give a procedure for derivation of higher dimensional periodic recurrence equatio


math:arxiv_185011

motivated by recent work on instabilities in expanding domains in reaction - diffusion settings , we


math:arxiv_185020

we have analysed pion photoproduction imposing constraints from fixed @xmath0 dispersion relations a


math:arxiv_185038

in this paper , by using an almost increasing and @xmath0-quasi - monotone sequence , a general theo


math:arxiv_185063

multiple imputation is a popular imputation method for general purpose estimation . @xcite
 provide


math:arxiv_185070

these lectures on the combinatorics and geometry of @xmath0-polytopes are meant as an _ introduction


math:arxiv_185087

we have developed a theory for inhomogeneous systems that allows for incorporation of effects of mes


math:arxiv_185089

we consider super - inflating solutions in modified gravity for several popular families of @xmath0


math:arxiv_185098

recently for the sine - gordon equation it has been established that during collisions of @xmath0 sl


math:arxiv_185115

we extend the notions of conditioned and controlled invariant spaces to linear dynamical systems ove


math:arxiv_185129

several new particle searches have been performed in the delphi experiment involving @xmath0 leptons


math:arxiv_185137

tracking calculations of charged particles in electromagnetic fields require in principle the simult


math:arxiv_185210

in this paper we carry out analysis and geometry for a class of infinite dimensional manifolds , nam


math:arxiv_185212

correlations in the properties of the static compact stars ( css ) and the ones rotating with the hi


math:arxiv_185229

we obtain lower bounds on the ground state energy , in one and three dimensions , for the spinless s


math:arxiv_185237

this article is the first in a series of three papers investigating the detailed geometry of river n


math:arxiv_185240

we prove strong convergence of order @xmath0 of the euler - maruyama method for multidimensional sto


math:arxiv_185261

we derive the existence of hopf subalgebras generated by green s functions in the hopf algebra of fe


math:arxiv_185279

we use convex geometry tools , in particular john ellipsoids , to obtain a size estimate for the sze


math:arxiv_185295

we obtain weak rates for approximation of an integral functional of a  markov process by integral su


math:arxiv_185298

we describe a hybrid direct simulation monte carlo ( dsmc ) code for simultaneously solving the _ co


math:arxiv_185315

we show that the resulting manifold by @xmath0-surgery on the knot @xmath1 , which is the two - brid


math:arxiv_185327

this work deals with the problem of choosing a time step for the numerical solution of boundary valu


math:arxiv_185328

we present numerical results of electric conductivity @xmath0 of a fluid obtained solving the relati


math:arxiv_185329

we introduce and analyze multilevel monte carlo algorithms for the computation of @xmath0 , where @x


math:arxiv_185331

in this work , we investigate the accuracy of various approximate expressions for the transit durati


math:arxiv_185341

we give relations for the embedding of spatially - flat friedmann - robertson - walker cosmological


math:arxiv_185353

we construct a new invariant of transverse links in the standard contact structure on @xmath0 this i


math:arxiv_185360

from general relativity we have learned the principles of general covariance and local lorentz invar


math:arxiv_185366

a novel explicit and implicit kinetic streamlined - upwind petrov galerkin ( ksupg ) scheme is prese


math:arxiv_185368

let @xmath0 be a closed , connected manifold , and @xmath1 its loop space . in this paper
 we descr


math:arxiv_185379

massive early - type galaxies are observed to lie on the mass plane ( mp ) , a two - dimensional man


math:arxiv_185382

efficient usage of the knowledge provided by the linked data community is often hindered by the need


math:arxiv_185391

it is shown how various ideas that are well established for the solution of poisson s equation using


math:arxiv_185394

we introduce a simple and very fast algorithm that computes weil - petersson metrics on moduli space


math:arxiv_185403

given @xmath0 , a compact riemannian manifold @xmath1 and a sobolev map @xmath2 , we construct a map


math:arxiv_185415

trimolecular reaction models are investigated in the compartment - based ( lattice - based ) framewo


math:arxiv_185423

unphysical particles are commonly ruled out from the solution of physical equations , as they fundam


math:arxiv_185432

we construct sequences of rapidly rotating neutron stars in dilatonic einstein - gauss - bonnet theo


math:arxiv_185452

a branching random walk algorithm for the many - body wigner equation and its numerical applications


math:arxiv_185458

an effective model is used to study the equation of state(eos ) of warm strange hadronic matter with


math:arxiv_185488

strong disorder renormalization for the random transverse field ising model leads to a complicated t


math:arxiv_185502

monotone hurwitz numbers were introduced by the authors as a combinatorially natural desymmetrizatio


math:arxiv_185514

more general probability sum - rules for describing interference than found in quantum mechanics ( q


math:arxiv_185559

the dispersion - managed ( dm ) optical system with step - wise periodical variation of dispersion i


math:arxiv_185560

stochastic differential equations , especially the one called langevin equation , play an important


math:arxiv_185561

quite recently , grabowska and kaplan presented a 4-dimensional lattice formulation of chiral gauge


math:arxiv_185571

a new formulation of second - order viscous hydrodynamics , based on an expansion around a locally a


math:arxiv_185599

we provide simple examples of closed - form gaussian wavepacket solutions of the free - particle sch


math:arxiv_185614

in deepak dhar s model of abelian distributed processors , automata occupy the vertices of a graph a


math:arxiv_185625

a review of a recent theoretical investigation of the quantum transverse beam motion that has been d


math:arxiv_185630

we have found a new class of time dependent partial waves which are solutions of time dependent schr


math:arxiv_185635

the nature and scope of various impossibility proofs as they relate to real - world situations are d


math:arxiv_185637

we give an elementary proof of a conjecture by hegselmann and krause in opinion dynamics , concernin


math:arxiv_185639

polarization in ferroelectrics , described by the landau - ginzburg hamiltonian , is considered , ba


math:arxiv_185652

in this work we propose a option pricing model based on the ornstein - uhlenbeck process .
 it is a


math:arxiv_185666

this paper extends the derivation of the lagrangian averaged euler ( lae-@xmath0 ) equations to the


math:arxiv_185670

the busch - formula relates the energy - spectrum of two point - like particles interacting in a 3-d


math:arxiv_185681

in the preceding paper , the exact solution of stokes equation was obtained for a binary strong elec


math:arxiv_185682

we prove a theorem unifying three results from combinatorial homological and commutative algebra , c


math:arxiv_185729

we show how some hamiltonians may be approximated using rotating wave approximation methods . in ord


math:arxiv_185733

the nonlinear ginzburg - landau equations are solved numerically in order to investigate the vortex


math:arxiv_185736

the bethe - salpeter equation for the t - matrix of @xmath0 scattering is solved with a meson - meso


math:arxiv_185742

families of solitons in one- and two - dimensional ( 1d and 2d ) gross - pitaevskii equations with t


math:arxiv_185748

abstract    various aspects of coherent states of nonlinear @xmath0 and @xmath1 algebras are studied


math:arxiv_185753

this article is an elaboration of a talk given at an international conference on operator theory , q


math:arxiv_185787

the single - band current - dipole kubo formula for the dynamical conductivity of heavily doped grap


math:arxiv_185790

* abstract . *
 the massive dirac equation is considered in the non - extreme kerr geometry in hori


math:arxiv_185807

in this paper we present randomization methods to enhance the accuracy of the central limit theorem


math:arxiv_185809

we revisit the swing amplification model of galactic spiral arms proposed by toomre ( 1981 ) .
 we


math:arxiv_185852

we investigate the lowest scattering state of one - dimensional bose gas with attractive interaction


math:arxiv_185858

time - resolved electron transport in nano - devices is described by means of a time - nonlocal quan


math:arxiv_185863

in this article , we calculate the dressed quark propagator with the flat bottom potential in the fr


math:arxiv_185873

we give a short survey of the rationality problem for quasi - monomial actions which includes noethe


math:arxiv_185875

macbeath gave a formula for the number of fixed points for each non - identity element of a cyclic g


math:arxiv_185886

the expulsion dynamics of the last liquid monolayer of molecules confined between two surfaces has b


math:arxiv_185925

we derive a non - perturbative evolution equation for the gluon propagator in axial gauges based on


math:arxiv_185935

refinement calculus is a powerful and expressive tool for reasoning about sequential programs in a c


math:arxiv_185947

we analyze the dynamics of brownian ratchets in a confined environment .
 the motion of the particl


math:arxiv_185949

in this paper we give two different proofs of bobenko and springborn s theorem of circle pattern : t


math:arxiv_185957

motions of continuous media presenting singularities are associated with phenomena involving shocks


math:arxiv_185975

we present a simple proof of a precise version of the localization theorem in equivariant cohomology


math:arxiv_185985

it is well - known that a topological group can be represented as a group of isometries of a reflexi


math:arxiv_185989

recently proposed nonholonomic deformation of the kdv equation is solved through inverse scattering


math:arxiv_186002

we investigated the noise of interferometric gravitational wave detectors due to heat energy deposit


math:arxiv_186017

we will obtain real and complex solutions to the painlev iv equation through supersymmetric quantum