math:arxiv_112942

we follow the time evolution of nonabelian gauge bosons from far - from - equilibrium initial condit


math:arxiv_112950

0.25 in we study the steady state properties of an insect ( spruce budworm ) outbreak model in the p


math:arxiv_112963

we consider a family of compact manifolds which shrinks with respect to an appropriate parameter to


math:arxiv_112971

the precise calculations of the wigner s d - matrix are important in various research fields . due t


math:arxiv_112983

recently a distributed algorithm has been proposed for multi - agent networks to solve a system of l


math:arxiv_113001

in 1980 yang and yau  @xcite proved the celebrated upper bound for the first eigenvalue on an orient


math:arxiv_113017

we show that the spectrum of the schrdinger equation in two or higher dimensions does not change whe


math:arxiv_113047

we present an approximate analytic solution of the klein - gordon equation in the presence of equal


math:arxiv_113048

the main theorem shows that if @xmath0 is an irreducible compact connected orientable 3manifold with


math:arxiv_113060

we prove an escape rate result for special semi - flows over non - invertible subshifts of finite ty


math:arxiv_113065

the cosmological observation indicates that the effective equation of state parameter @xmath0 varies


math:arxiv_113078

the spin relaxation in a 1d inas quantum dot with the rashba spin - orbit coupling under driving thz


math:arxiv_113089

according to the no - hair theorem , an astrophysical black hole is uniquely described by only two q


math:arxiv_113104

a master equation has been constructed for a global system - bath interaction both in the absence as


math:arxiv_113111

the purpose of this paper is to formulate and solve a synthesis problem for a class of linear quantu


math:arxiv_113117

we present a numerical study of charged particle motion in a time - independent magnetic field in cy


math:arxiv_113143

a novel equation of heat conduction is derived with the help of a generalized entropy current and in


math:arxiv_113147

we obtain highly accurate solutions to the thomas - fermi equations for atoms and atoms in very stro


math:arxiv_113151

within a nuclear model that the deuteron has @xmath0 and @xmath1 components , we derive convolution


math:arxiv_113163

we analyse two classes of @xmath0 evolution equations which are of special interest in financial mat


math:arxiv_113194

in this paper , we will give a certain formula for the riemann zeta function that expresses the riem


math:arxiv_113207

the standard approach to initial data for both analytic and numerical computations of black hole col


math:arxiv_113210

we prove the @xmath0-adic duality theorem for the finite star - multiple polylogarithms . that is a


math:arxiv_113255

we investigate superconductor / insulator / ferromagnet / superconductor ( sifs ) tunnel josephson j


math:arxiv_113260

the highly successful dirac equation can predict peculiar effects such as klein tunneling and the ``


math:arxiv_113287

we observe that nonzero gromov - witten invariants with marked point constraints in a closed symplec


math:arxiv_113290

in this paper , we investigate the scattering of two @xmath0 kinks and derive the real dynamics by s


math:arxiv_113300

we investigate the modulational instability of nonlinear schrdinger equations with periodic variatio


math:arxiv_113323

the ( 2 + 1)-dimension klein - gordon generalised equation is numerically solved through the finite


math:arxiv_113324

we investigate the ability of the reference hypernetted - chain integral equation to describe the ph


math:arxiv_113338

a class of exact solutions of the dispersionless toda hierarchy constrained by a string equation is


math:arxiv_113343

motivated by the motion of biopolymers and membranes in solution , this article presents a formulati


math:arxiv_113344

we study the existence of lattices in almost abelian lie groups that admit left invariant locally co


math:arxiv_113353

sympathetic cooling of an atomic fermi gas by a bose gas is studied by solution of the coupled quant


math:arxiv_113357

we prove the spin - statistics theorem for massive particles obeying braid group statistics in three


math:arxiv_113362

this paper is concerned with the numerical implementation of a formula in the enclosure method as ap


math:arxiv_113366

let @xmath0 be a finite quiver without oriented cycles , and let @xmath1 be an algebraically closed


math:arxiv_113369

a dynamical fuzzy space might be described in terms of a dynamical three - index variable @xmath0 ,


math:arxiv_113370

this paper deals with low - density construction - a ( lda ) lattices , which are obtained via const


math:arxiv_113374

the hybrid monte carlo algorithm for the simulation of qcd with dynamical staggered fermions is comp


math:arxiv_113375

in this article , we investigate the structures of the pseudoscalar charmonium and bottomonium in th


math:arxiv_113382

in a recent paper , kiessling and tahvildar - zadeh proved that any classical solution of the relati


math:arxiv_113397

the aim of this short note is to give a simple proof of the non - rationality of the double cover of


math:arxiv_113402

in this article we present a systematic derivation of the maxwell
 bloch equations describing ampli


math:arxiv_113413

chaotic behavior can be produced from difference equations with unstable fixed points .
 difference


math:arxiv_113443

we investigate energetically favorable configurations of point disclinations in nematic films having


math:arxiv_113451

we study scalar and vector modulation instabilities induced by the vacuum fluctuations in birefringe


math:arxiv_113458

donsker s theorem shows that random walks behave like brownian motion in an asymptotic sense .
 thi


math:arxiv_113459

in this paper , we study wave properties of isothermal plasma for the schwarzschild de - sitter blac


math:arxiv_113485

the production of charmonia in relativistic heavy - ion collisions is formulated within the framewor


math:arxiv_113504

the resistance of multilayers with interface roughness on a length scale which is large compared to


math:arxiv_113525

a commutative but not cocommutative graded hopf algebra @xmath0 , based on ordered rooted trees , is


math:arxiv_113534

we find that the evolution equation for the three - particle quark - gluon b - meson light - cone di


math:arxiv_113539

we examine the steady - state spherically symmetric accretion of relativistic fluids , with a polytr


math:arxiv_113540

the aim of this paper is to construct and analyze solutions to a class of hamilton
 jacobi
 bellma


math:arxiv_113572

we show that @xmath0 almost everywhere for all @xmath1 provided that @xmath2 .
 this result is shar


math:arxiv_113591

we study the molecular mode coupling theory for a liquid of diatomic molecules .
 the equations for


math:arxiv_113608

we present a straightforward integration method to compute the abundance and temperature evolution i


math:arxiv_113609

well  defined non  perturbative formulations of the physics of string theories , sometimes with d


math:arxiv_113618

it is well known that the solution of topology optimization problems may be affected both by the geo


math:arxiv_113645

conformastationary metrics  those of the form @xmath0 have been derived by perjes and by israel & wi


math:arxiv_113686

we present a model for compact stars in the low mass x - ray binaries(lmxbs ) and x - ray pulsars us


math:arxiv_113697

with use of the kronig - penney model , we study the excitation spectrum of a bose - einstein conden


math:arxiv_113699

misner spacetime is among the simplest solutions of einstein s equation that exhibits a cauchy horiz


math:arxiv_113718

we have calculated the maximally
 localized wannier functions of mno in its antiferromagnetic ( afm


math:arxiv_113720

a class of generalized thomas - fermi equations having the standard thomas - fermi equation as the f


math:arxiv_113729

the current operational formulation of quantum theory is based on the concept of operation with an i


math:arxiv_113731

two proofs are presented which show that quantum mechanics is incompatible with the following assump


math:arxiv_113769

in this paper , we demonstrate a set of fundamental conditions required for the formulation of a the


math:arxiv_113777

we numerically solve the ( 3 + 1)-dimensional relativistic hydrodynamical equation with a bag - mode


math:arxiv_113778

the working of a quantum computer is described in the concrete example of a quantum simulator of the


math:arxiv_113786

let @xmath0 be a graph in a compact , orientable 3manifold @xmath1 and let @xmath2 be a subgraph .


math:arxiv_113822

we give a concrete method to explicitly compute the rational cohomology of the unordered configurati


math:arxiv_113834

the @xmath0-metric is one of few known exact solutions of einstein s field equations which describes


math:arxiv_113841

we consider a dark energy model with a relation between the equation of state parameter @xmath0 and


math:arxiv_113849

we study the simplest mode - coupling equation which describes the time correlation function of the


math:arxiv_113859

two - dimensional gray solitons to the nonlinear schrdinger equation are numerically created by two


math:arxiv_113888

we prove that the geometry of the 2-dimensional @xmath0-body problem for spaces of constant curvatur


math:arxiv_113890

a statistical theory is developed for the stochastic burgers equation in the inviscid limit .
 mast


math:arxiv_113897

we calculate the closed analytic form of the solution of heat kernel equation for the anisotropic ge


math:arxiv_113900

we study a model of densely packed self - avoiding loops on the annulus , related to the temperley l


math:arxiv_113912

we discuss the auxiliary field quantum monte carlo ( afqmc ) method applied to dilute neutron matter


math:arxiv_113917

we set up a framework in which in - medium charmonium properties are constrained by thermal lattice


math:arxiv_113929

simple analytical formulae , directly relating the experimental geometry and sample orientation to t


math:arxiv_113936

a theory accounting for the specific features of magnetic polarons ( mp ) in the presence of spin gl


math:arxiv_113937

we study the remarkable _ saxl conjecture _ which states that tensor squares of certain irreducible


math:arxiv_113951

exact nonlinear stationary solutions of the one - dimensional wigner and wigner - poisson equations


math:arxiv_113958

we present and compare different numerical schemes for the integration of the variational equations


math:arxiv_113962

yangian symmetry of amplitudes in @xmath0 super yang - mills theory is formulated in terms of eigenv


math:arxiv_113972

we formulate a theory of the many - body localization transition based on a novel real space renorma


math:arxiv_114027

approximate analytical chirped solitary pulse ( chirped dissipative soliton ) solutions of the one -


math:arxiv_114035

chromatic polynomials have been studied extensively , giving us results such as the fundamental redu


math:arxiv_114054

we present a new and simple bound for the exponential decay of second order systems using the spectr


math:arxiv_114066

in this work there are proposed several new 6d brane worlds based on exact topological solutions to


math:arxiv_114078

the theory of linear dispersive equations predicts that waves should spread out and disperse over ti


math:arxiv_114081

the trace formula for the density of single - particle levels in the two - dimensional radial power


math:arxiv_114082

we show that under particular circumstances a general relativistic spherically symmetric bounded dis


math:arxiv_114086

in this paper we study lipschitz contact equivalence of continuous function germs in the plane defin


math:arxiv_114087

the mimo wireless channel offers a rich ground for quality of service analysis . in this work
 , we


math:arxiv_114090

a major question in the study of black hole binaries involves our understanding of the accretion geo


math:arxiv_114094

it is well known that the surface of nonmagnetic @xmath0-ce is magnetically ordered , i.e. , @xmath1


math:arxiv_114108

we have calculated the electrostatic interaction between two rod - like charged objects with arbitra


math:arxiv_114113

we obtain exact traveling - wave solutions of the coupled nonlinear partial differential equations t


math:arxiv_114128

we consider effects of anisotropy on solitons of various types in two - dimensional nonlinear lattic


math:arxiv_114129

we consider the @xmath0-invariant spectrum of the laplacian on an orbit space @xmath1 where @xmath2


math:arxiv_114140

we propose a new model of a _ gravastar _ in @xmath0 anti - de sitter space - time .
 this new thre


math:arxiv_114150

we study @xmath0-pulse interaction in fast collisions of @xmath1 solitons of the cubic nonlinear sch


math:arxiv_114152

we study a stochastic equation modeling the lay - down of fibers in the production process of nonwov


math:arxiv_114159

the equations of secular evolution for dust grains in mean motion resonances with a planet are solve


math:arxiv_114166

different formulas relying measurable fragment isotopic observables to the symmetry energy of excite


math:arxiv_114167

we report various many - body theoretical approaches to the nonlinear decay rate and energy loss of


math:arxiv_114193

general formulas are derived for the quasiparticle effective mass and the equation of state of the f


math:arxiv_114197

asymptotic expansion of the second - order linear ordinary differential equation @xmath0 , in which


math:arxiv_114239

in this article we derive fokker - planck equation for incompressible fluid and investigate its prop


math:arxiv_114249

the non - relativistic three - body schrdinger equation of the heteronuclear molecular ion hd@xmath0


math:arxiv_114264

based on graphic lambda calculus , we propose a program for a new model of asynchronous distributed


math:arxiv_114267

in this paper we analyze the non - integrability of the wilbeforce spring - pendulum by means of mor


math:arxiv_114289

recently , based on a supersymmetric approach , new classes of conditionally exactly solvable proble


math:arxiv_114311

in this paper we use the kazhdan grading on the symmetric algebra @xmath0 of a semi - simple lie alg


math:arxiv_114321

the middle levels conjecture asserts that there is a hamiltonian cycle in the middle two levels of @


math:arxiv_114325

the linearized relativistic magnetohydrodynamic ( rmhd ) equations describing a uniform axially magn


math:arxiv_114329

the covariant holographic entropy conjecture of ads / cft relates the entropy of a boundary region @


math:arxiv_114335

we present a novel method for simulation of the interior of large cosmic voids , suitable for study


math:arxiv_114343

we propose a general method for simplifying master equations by eliminating from the description rap


math:arxiv_114345

we study the sensitivity of the sound speed to relativistic corrections of the equation of state ( e


math:arxiv_114354

einstein field equations under spherically symmetric space - times are considered here in connection


math:arxiv_114371

the paper is concerned with galerkin finite element solutions of parabolic equations in a convex pol


math:arxiv_114377

this paper addresses the classical and discrete euler - lagrange equations for systems of @xmath0 pa


math:arxiv_114384

we study the macroscopic limit of a chain of atoms governed by the newton equation .
 it is known f


math:arxiv_114385

we study the consequences of different realizations of diffusion processes in relativistic langevin


math:arxiv_114387

we advance an exact , explicit form for the solutions to the fractional diffusion - advection equati


math:arxiv_114388

we report measurements of the complex resistivity in @xmath0 and @xmath1 thin films over a continuou


math:arxiv_114396

in this work we have constructed axially symmetric vacuum solutions of the gravitational field equat


math:arxiv_114398

by means of a madelung decomposition , exact periodic traveling solutions are constructed for a modi


math:arxiv_114425

0.3 cm we prove that in three space dimensions a nonlinear wave equation @xmath0 with @xmath1 being


math:arxiv_114429

in this work we study the properties of maximal and minimal curves of genus @xmath0 over finite fiel


math:arxiv_114433

we test numerically the refined manin s conjecture about the asymptotics of points of bounded height


math:arxiv_114436

we use a dynamical systems approach to investigate bianchi type i and ii universes in quadratic theo


math:arxiv_114440

given a morse function @xmath0 on a closed manifold @xmath1 with distinct critical values , and give


math:arxiv_114478

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


math:arxiv_114482

field emission formulae , current  voltage characteristics and energy distribution of emitted electr


math:arxiv_114494

in this paper , we consider an inverse problem to determine a in a parabolic equation , where the da


math:arxiv_114506

we give a detailed comparison of the hierarchical quantum master equation ( hqme ) method to a conti


math:arxiv_114530

boundary problem for linear partial differential algebraic equations system with multiple characteri


math:arxiv_114531

we introduce the notion of zwiebach invariants that generalize gromov - witten invariants and homoto


math:arxiv_114539

we first compute three - point open gromov - witten numbers of lagrangian torus fibers in toric fano


math:arxiv_114546

we introduce the two - dimensional gross - pitaevskii / nonlinear - schrdinger ( gp / nls ) equation


math:arxiv_114550

a continuum model for epithelial tissue mechanics is formulated from cell level mechanical ingredien


math:arxiv_114558

bouchet conjectured in 1983 that each signed graph that admits a nowhere - zero flow has a nowhere -


math:arxiv_114567

we analyze the power spectrum of a regular binary thermal lattice gas in two dimensions and derive a


math:arxiv_114576

the location of the proton dripline in a new phenomenological mass formula is calculated .
 predict


math:arxiv_114580

we introduce a two - dimensional ( 2d ) discrete nonlinear schrdinger ( dnls ) equation with self -


math:arxiv_114581

we construct a _ locally - lexicographic ssor preconditioner _ to accelerate the parallel iterative


math:arxiv_114589

the equation of state for quark matter is derived for a nonlocal , chiral quark model within the mea


math:arxiv_114601

in @xcite , auckly - kim - melvin - ruberman showed that for any finite subgroup @xmath0 of @xmath1


math:arxiv_114609

we present a hybrid equation of state ( eos ) for dense matter in which a nuclear matter phase is de


math:arxiv_114618

in suitable states , the modular group of local algebras associated with unions of disjoint interval


math:arxiv_114634

the dynamical behavior of a harmonic chain in a spatially periodic potential ( frenkel - kontorova m


math:arxiv_114650

applying the pomeransky inverse scattering method to the four - dimensional vacuum einstein equation


math:arxiv_114667

the weyl tensor and the ricci tensor can be algebraically classified in a lorentzian spacetime of ar


math:arxiv_114692

using the influence functional formalism , classical equations of motion for the @xmath0 model are d


math:arxiv_114696

the notions of convexity and convex polytopes are introduced in the setting of tropical geometry .


math:arxiv_114708

the kpii equation is an integrable nonlinear pde in 2 + 1 dimensions ( two spatial and one temporal


math:arxiv_114715

we study exact , volume - preserving diffeomorphisms that have heteroclinic connections between a pa


math:arxiv_114745

the mechanism of large - scale dynamos in rigidly rotating stratified convection is explored by dire


math:arxiv_114762

based on a sequence of numerical computations , a conjecture is presented regarding the class of fun


math:arxiv_114767

we study the pointwise perturbations of countable markov maps with infinitely many inverse branches


math:arxiv_114770

let @xmath0 be the banach algebra of all bounded regular borel measures on a locally compact hausdor


math:arxiv_114781

we study the dynamics of a system defined by the navier - stokes equations for a non - compressible


math:arxiv_114788

in order to evaluate qualitatively the space - time evolution of hot and dense nuclear matter the un


math:arxiv_114812

bps monopoles on @xmath0 correspond , via the generalized nahm transform , to certain solutions of t


math:arxiv_114836

the interaction of magnetic fields and stratified convection was studied in the context of the solar


math:arxiv_114838

the first principle derivation of kinetic transport equations suggests that a cp - violating mass te


math:arxiv_114841

we study in this paper the continuous and discrete euler - lagrange equations arising from a quadrat


math:arxiv_114869

the flow equation method was proposed by wegner as a technique for studying interacting systems in o


math:arxiv_114877

we derive an asymptotic formula for the amplitude distribution in a fully nonlinear shallow - water


math:arxiv_114880

we provide a proof of the alpern multi - tower theorem for @xmath0 actions .
 we reformulate the th


math:arxiv_114898

this paper is dedicated to the factorizations of the symmetric group . introducing a new bijection f


math:arxiv_114902

we study the dynamical equations for extra - dimensional dependence of a warp factor and a bulk scal


math:arxiv_114903

basing on evaluation of the racah coefficients for @xmath0 ( which supported the earlier conjecture


math:arxiv_114924

this is a report on the global aspects of the langlands - shahidi method which in conjunction with c


math:arxiv_114936

we characterize the rank of edge connection matrices of partition functions of real vertex models ,


math:arxiv_114948

we use the heegaard - floer homology correction terms defined by ozsvth  szab to formulate a new obs


math:arxiv_114971

this inquiry is based on both the construction of generalized incidence rings due to gene abrams and


math:arxiv_115005

the reheating stage in post - inflationary cosmologies is reanalyzed .
 new techniques from non - e


math:arxiv_115013

we report on a numerical study of the boltzmann equation including @xmath0 scatterings of gluons and


math:arxiv_115014

using the first - principles gw - bethe - salpeter equation method , here we study the excited - sta


math:arxiv_115019

we study the propagation of stationary waves in disordered non - linear media described by the nonli


math:arxiv_115026

a weak coupling quantum master equation provides reliable steady - state results only in the van hov


math:arxiv_115039

the inclusion of source terms in discrete gravity is a long - standing problem .
 providing a consi


math:arxiv_115053

we study the fluctuations of certain random matrix products @xmath0 of @xmath1 , describing localisa


math:arxiv_115055

in this paper we established the condition for a curve to satisfy stochastic generalized fractional


math:arxiv_115071

we derive the effective dimensionally reduced schrdinger equation with spin - orbit interaction in l


math:arxiv_115092

we propose a new formalism to study the abjm matrix model .
 contrary to expressing the fractional


math:arxiv_115103

the aim of our work is to develop a unified equation of state ( eos ) for nuclear and quark matter f


math:arxiv_115132

we compute the a - polynomial 2-tuple of twisted whitehead links . as applications , we determine ca


math:arxiv_115141

we use the representation theory of preprojective algebras to construct and study certain cluster al


math:arxiv_115176

a dynamical , non - euclidean spacetime geometry in general relativity theory implies the possibilit


math:arxiv_115184

we use the bohr - sommerfeld quantization approach in the context of constituent quark models .
 th


math:arxiv_115187

the kerr metric is one of the most important solutions to einstein s field equations , describing th


math:arxiv_115189

a well - known conjecture of grnbaum and nash - williams proposes that @xmath0-connected toroidal gr


math:arxiv_115256

this paper presents an algebraic formulation of the renormalization group flow in quantum mechanics


math:arxiv_115285

dijkgraaf and vafa have conjectured that the effective superpotentials for @xmath0 four - dimensiona


math:arxiv_115304

self - similar solutions provide good descriptions for the gravitational collapse of spherical cloud


math:arxiv_115309

we introduce a simple linear equation relating the line - of - sight peculiar velocity and density c


math:arxiv_115346

we present a rigorous framework to obtain evolution equations for the momentum distribution and high


math:arxiv_115358

motivated by the paraxial narrow  angle approximation of the helmholtz equation in domains of variab


math:arxiv_115365

using extended khuri - treiman equations , we evaluate the final state interactions due to two - pio


math:arxiv_115372

tropicalization is a procedure that takes subvarieties of an algebraic torus to balanced weighted ra


math:arxiv_115379

the basic adiabatic theorems of classical and quantum mechanics are over - viewed and an adiabatic t


math:arxiv_115392

the universal extra dimensions model has been implemented in the pythia generator from version 6.4.1


math:arxiv_115403

the willmore flow is well known problem from the differential geometry .
 it minimizes the willmore


math:arxiv_115414

the dicke model is derived in the contraction limit of a pseudo - deformation of the quasispin algeb


math:arxiv_115421

the faddeev - yakubovsky equations have been solved in configuration space for the four nucleon syst


math:arxiv_115425

in many real - world networks , nodes have class labels , attributes , or variables that affect the


math:arxiv_115437

we introduce a method that can be used to evolve the topology of a network in a way that preserves b


math:arxiv_115454

we have developed a formulation of density functional perturbation theory for the calculation of vib


math:arxiv_115467

the effect of the electromagnetic squeezed vacuum on the dynamics of a nonrelativistic charge is stu


math:arxiv_115500

i classify multiphoton absorption into separable , linked , and simultaneous processes .
 the first


math:arxiv_115507

we propose a new convergent time semi - discrete scheme for the stochastic landau - lifshitz - gilbe


math:arxiv_115521

we slightly extend the fluctuation theorem obtained in @xcite for sums of generators , considering c


math:arxiv_115526

the well - known hill s averaging theorems for stresses and strains as well as the so - called hill


math:arxiv_115531

in this article we review some recent progresses in the field of non - equilibrium linear response t


math:arxiv_115538

we derive the advection of magnetic fields due to gradients in magnetic diffusivity , starting from


math:arxiv_115540

the thermodynamic properties of dark energy - dominated universe in the presence of a black hole are


math:arxiv_115544

an acoustic wave equation for pressure accounting for viscoelastic attenuation is derived from visco


math:arxiv_115548

in two dimensions the gross - pitaevskii equation for a cold , dilute gas of bosons has an energy de


math:arxiv_115554

in 1980 , van dommelen and shen provided a numerical simulation that predicts the spontaneous genera


math:arxiv_115572

we show the existence of a stable algebraic spin liquid ( asl ) phase in a hubbard model defined on


math:arxiv_115597

we consider knots equipped with a representation of their knot groups onto a dihedral group @xmath0


math:arxiv_115601

we demonstrate that the ` microscopic ' field theory representation , directly derived from the corr


math:arxiv_115610

in this article we apply a recently invented analytical real - space renormalization group formulati


math:arxiv_115618

we present a framework for the study of lensing in spherically symmetric spacetimes within the conte


math:arxiv_115637

for arbitrary values of a parameter @xmath0 finite - time blow - up of solutions to the generalized


math:arxiv_115638

we analyse @xmath0-functional equations arising from tree - like combinatorial structures , which ar


math:arxiv_115644

we describe the equation of motion of two charged spherical shells with tangential pressure in the f


math:arxiv_115656

we introduce nsabc/@xmath0 nice - structured algebraic block cipher using @xmath0-bit word arithmeti


math:arxiv_115657

we have recently derived a factorization formula for the higgs - boson production cross section in t


math:arxiv_115671

electron transport in a self - consistent potential along a ballistic two - terminal conductor has b


math:arxiv_115680

the thawing quintessence model with a nearly flat potential provides a natural mechanism to produce


math:arxiv_115683

scannell and sinha considered a spectral sequence to calculate the rational homotopy groups of space


math:arxiv_115688

we demonstrate relationships between the classic euclidean algorithm and many other fields of study


math:arxiv_115720

we provide an equation of state for high density supernova matter by applying a momentum - dependent


math:arxiv_115730

let  @xmath0 , @xmath1 ,
 be a sequence of positive numbers that converges to zero .
 a generaliza


math:arxiv_115743

a system of interacting brownian particles subject to short - range repulsive potentials is consider


math:arxiv_115744

here , we classify lie groups acting isometrically on compact lorentz manifolds , and in particular


math:arxiv_115745

the electromagnetic interactions of a relativistic two - body bound state are formulated in three di


math:arxiv_115767

we present ( with proof ) a new family of decomposable specht modules for the symmetric group in cha


math:arxiv_115787

by the multiple - scale method some new approximate absorbing boundary conditions for the schrdinger


math:arxiv_115790

we play with a graph - theoretic analogue of the folklore infinite monkey theorem .
 we define a no


math:arxiv_115830

a novel scheme for the steady state solution of the standard redfield quantum master equation is dev


math:arxiv_115852

we study localised activity patterns in neural field equations posed on the euclidean plane ; such m


math:arxiv_115864

the directional behavior of dominant components of algebraically special spin-@xmath0 fields near a


math:arxiv_115865

we establish a general uniqueness theorem for subharmonic functions of several variables on a domain


math:arxiv_115870

the quantitative formulation of bohr s complementarity proposed by greenberger and yasin is applied


math:arxiv_115884

the initial geometry effect on collective flows , which are inherited from initial projectile struct


math:arxiv_115885

the aim of the paper is to introduce an alternative notion of two - scale convergence which gives a


math:arxiv_115893

i propose a method for studying the product of bandwidths for the harper - hofstader model .
 this


math:arxiv_115895

motivated by the nekrasov - okounkov formula on hook lengths , the first author conjectured that @xm


math:arxiv_115900

the stability of two quantum counter - streaming electron beams is investigated within the quantum p


math:arxiv_115904

we report a solution of the one - dimensional schrdinger equation with a hyperbolic double - well co


math:arxiv_115906

we present results from a study of subtractive renormalization of the fermion propagator dyson - sch


math:arxiv_115910

replacing the newtonian coupling @xmath0 by @xmath1 , the schrdinger
 newton equation becomes `` fr


math:arxiv_115912

this paper discusses the so called holographic solution , in short `` holostar '' . the holostar is


math:arxiv_115918

the collatz conjecture ( also known as the @xmath0 problem ) concerns the behavior of the discrete d


math:arxiv_115921

recent research on multiple kernel learning has lead to a number of approaches for combining kernels


math:arxiv_115927

in this paper , we will employ the technique used in the proof of classical singleton bound to deriv


math:arxiv_115935

we derive the second - order hydrodynamic equation and the microscopic formulae of the relaxation ti


math:arxiv_115942

the tropical semiring @xmath0 has enjoyed a recent renaissance , owing to its connections to mathema


math:arxiv_115963

the velocity of the hubble expansion has been added to general relativity by moshe carmeli and this


math:arxiv_115965

the method of separation of variables can be used to solve many separable linear partial differentia


math:arxiv_115976

the linear intensity profile of multiply scattered light in a slab geometry extrapolates to zero at


math:arxiv_115992

we construct cluster algebras the variables and coefficients of which satisfy the discrete mkdv equa


math:arxiv_115999

we show that an interaction between dark matter and dark energy generically results in an effective


math:arxiv_116019

we present a rigorous functional analytic setting to study the radial wave equation in similarity co


math:arxiv_116022

we present a unified description of the relativistic @xmath0  and @xmath1 systems where the strong i


math:arxiv_116023

the interplay between topology and dynamics in complex networks is a fundamental but poorly explored


math:arxiv_116037

we modify the public pm code developed by anatoly klypin and jon holtzman to simulate cosmology with


math:arxiv_116041

a reduced hamiltonian formulation to reproduce the saturated regime of a single pass free electron l


math:arxiv_116051

we investigate the soliton dynamics for the fractional nonlinear schrdinger equation by a suitable m


math:arxiv_116070

we try to give a cluster algebraic interpretation of complex volume of knots .
 we construct the @x


math:arxiv_116071

we develop an analogy between right - angled artin groups and mapping class groups through the geome


math:arxiv_116092

we show that asymptotically hyperbolic solutions of the einstein constraint equations with constant


math:arxiv_116097

we study the problem of quantum - state tomography under the assumption that the state of the system


math:arxiv_116102

we study differential operators , whose coefficients define noncommutative algebras . as algebra of


math:arxiv_116104

we study large top quark mass effects on low energy physics in the chiral lagrangian formulated elec


math:arxiv_116105

we prove tsirelson s conjecture that any scaling limit of the critical planar percolation is a black


math:arxiv_116107

a phenomenological theory of luminescence properties of one - dimensional resonant photonic crystals


math:arxiv_116109

we present a detailed theoretical analysis of micro - motion in a time - averaged orbiting potential


math:arxiv_116113

we address the classical stellar - atmosphere problem and describe our method of numerical solution


math:arxiv_116121

consider the spaces of s between s over the line as modules of the lie algebra of s on the line .


math:arxiv_116136

we report on the time dependent solutions of the @xmath0generalized schrdinger equation proposed by


math:arxiv_116156

we place additional constraints on the three parameters of the dark matter halo merger rate function


math:arxiv_116174

integral equation theory of pure liquids , combined with a new `` scaling approximation '' based on


math:arxiv_116191

in this paper the free energy of the mass deformed abjm theory on @xmath0 in the large @xmath1 limit


math:arxiv_116196

we present results from a first test of the gaussianity of degree - scale cosmic microwave backgroun


math:arxiv_116199

we analyze the exact general relativistic exact integro - differential equation of radiative transfe


math:arxiv_116207

an automorphism @xmath0 of a group @xmath1 is normal if it fixes every normal subgroup of @xmath1 se


math:arxiv_116214

we present the gross - pitaevskii equation for bose - einstein condensates ( becs ) possessing the e


math:arxiv_116215

we investigate the dynamics of large stochastic networks with different timescales and nonlinear mea


math:arxiv_116228

j.  tuma proved an interesting `` congruence amalgamation '' result .
 we are generalizing and prov


math:arxiv_116230

1 pc    we present a general formulation of the time - dependent initial value problem for a quantum


math:arxiv_116241

a numerical approach for the approximation of inertial manifolds of stochastic evolutionary equation


math:arxiv_116247

an important theorem of geometric measure theory ( first proved by besicovitch and davies for euclid


math:arxiv_116251

motivated by the increasing evidence for the need of a geometry that resembles bianchi morphology to


math:arxiv_116253

we consider a family of non - compact manifolds @xmath0 ( `` graph - like manifolds '' ) approaching


math:arxiv_116268

we analyze paired phases of cold bosonic atoms with the hyper spin @xmath0 and with an attractive in


math:arxiv_116289

given a genus-@xmath0 heegaard splitting of a @xmath1-manifold , the goeritz group is defined to be


math:arxiv_116298

we study equilibrium states in relativistic galactic dynamics which are described by stationary solu


math:arxiv_116314

we define a generalized fixed contact angle condition for @xmath0-varifold and establish a boundary


math:arxiv_116315

we discuss the origin and relevance for computer simulations of a strong finite - size effect that a


math:arxiv_116321

we derive the boundary condition for the dirac equation corresponding to a tight - binding model on


math:arxiv_116334

covariant generalizations of well - known wave equations predict the existence of inertial - gravita


math:arxiv_116341

the lamppost model is often used to describe the x - ray source geometry in agn , where an infinites


math:arxiv_116352

in this paper , we apply sensitivity methods to nonlinear pdes like burgers and kpz equations .
 th


math:arxiv_116356

we give a simple proof of weak unique continuation property for perturbed dirac operators , using th


math:arxiv_116362

weinberg s theorem for @xmath0 scattering , including the adler zero at threshold in the chiral limi


math:arxiv_116363

in this paper we show how , under certain restrictions , the hydrodynamic equations for the freely e


math:arxiv_116370

the modified newtonian dynamics ( mond ) has been formulated as a modification of the poisson equati


math:arxiv_116379

we study satellites of legendrian knots in @xmath0 and their relation to the chekanov  eliashberg di


math:arxiv_116381

we study the cosmology of an extended version of horndeski theories with second - order equations of


math:arxiv_116402

the key step of syndrome - based decoding of reed  solomon codes up to half the minimum distance is


math:arxiv_116406

in this work we establish a relationship between cartan s geometric approach to third order odes and


math:arxiv_116409

the orbit space @xmath0 of the group @xmath1 acting adjointly on the state space @xmath2 of a 3-leve


math:arxiv_116415

perturbation theory for lattice fermions with domain wall mass terms is developed and is applied to


math:arxiv_116434

we view closed orientable 3-manifolds as covers of @xmath0 branched over hyperbolic links . for a co


math:arxiv_116453

higgs algebras are used to construct rotational hamiltonians . the correspondence between the spectr


math:arxiv_116471

einstein s equations are solved for spherically symmetric universes composed of dust with tangential


math:arxiv_116476

neumann - lara conjectured in 1985 that every planar digraph with digirth at least three is 2-colour


math:arxiv_116480

the influence of the rotation on the total masses and radii of the neutron stars are calculated by t


math:arxiv_116522

we use symmetry arguments developed by gubser to construct the first radially - expanding explicit s


math:arxiv_116539

a master equation approach to the numerical solution of option pricing models is developed .
 the b


math:arxiv_116546

the spectral problem for @xmath0 symmetric polynomial potentials allows for a partial algebraic solu


math:arxiv_116555

this paper tests a dielectric model for variation of hydration free energy with geometry of complex


math:arxiv_116577

we consider @xmath0-soliton solutions of the kp equation , @xmath1 an @xmath0-soliton solution is a


math:arxiv_116589

the problem of representing text documents within an information retrieval system is formulated as a


math:arxiv_116609

using a master - equation approach for the description of coherent and incoherent dynamics in ` arti


math:arxiv_116616

we investigate the influence of the full vacuum polarization and vertex function on the fermion prop


math:arxiv_116626

potential algebras can be used effectively in the analysis of the quantum systems . in the article ,


math:arxiv_116631

we study _ analytically _ the initial value problem for a _ self - interacting _ ( massive ) scalar


math:arxiv_116648

we prove that a popular classical implicit - explicit scheme for the 2d incompressible navier
 stok


math:arxiv_116678

the transport equations for polarized radiation transfer in non - riemannian , weyl - cartan type sp


math:arxiv_116687

we revisit on rational solution of sasa - satsuma equation , which can be used to describe evolution


math:arxiv_116690

the ohmic conductance and current through two quantum dots in series is investigated for the case of


math:arxiv_116706

the equation of state of qcd matter for temperatures near and above the quark - hadron transition (


math:arxiv_116712

external fluctuations have a wide variety of constructive effects on the dynamical behavior of spati


math:arxiv_116716

we study the problem of efficient integration of variational equations in multi - dimensional hamilt


math:arxiv_116722

we analyze a generalized version of the black - scholes equation depending on a parameter @xmath0 .


math:arxiv_116725

the idea of predicting the future from the knowledge of the past is quite natural when dealing with


math:arxiv_116726

we consider stochastic model based on the linear stochastic differential equation with the linear re


math:arxiv_116730

frw models of the universe have been studied in the cosmological theory based on lyra s manifold .


math:arxiv_116739

we examine the proposal made recently that the @xmath0 modular invariant partition functions could b


math:arxiv_116744

we investigate a formulation of continuum 4d gravity in terms of a constrained topological ( bf ) th


math:arxiv_116747

this paper develops and analyzes some continuous interior penalty finite element methods ( cip - fem


math:arxiv_116750

the general procedure underlying hartree  fock and kohn  sham density functional theory calculations


math:arxiv_116753

we present an exact electrovacuum solution of einstein - maxwell equations with infinite sets of mul


math:arxiv_116786

we have performed two - dimensional special - relativistic magnetohydrodynamic simulations of non -


math:arxiv_116795

a diffusive lattice gas is characterized by the diffusion coefficient depending only on the density


math:arxiv_116819

this paper focuses on unconditionally optimal error analysis of an uncoupled and linearized crank  n


math:arxiv_116822

in the present paper the three state potts model with competing binary interactions ( with couplings


math:arxiv_116830

we compute the hochschild homology and cohomology , and cyclic homology , of almost calabi - yau alg


math:arxiv_116832

we present a novel technique for the calculation of dynamical correlation functions of quantum impur


math:arxiv_116842

motivated by the lower central series of a group , we define the notion of a _ grope cobordism _ bet


math:arxiv_116850

we study three dimensional insulators with inversion symmetry , in which other point group symmetrie


math:arxiv_116852

let @xmath0 be a set of @xmath1 points and @xmath2 a set of @xmath3 lines in @xmath4 , such that the


math:arxiv_116870

we prove an analogue for trees of courant s theorem on nodes of eigenfunctions of a schrdinger opera


math:arxiv_116886

the euclidean path integral method is applied to a quantum tunneling model which accounts for finite


math:arxiv_116891

the equilibrium value of an observable defines a manifold in the phase space of an ergodic and equip


math:arxiv_116901

the present paper gives two concrete formulas for the volume of an arbitrary spherical tetrahedron ,


math:arxiv_116908

correlation boxes are hypothetical systems capable of producing the maximal algebraic violation of b


math:arxiv_116921

we consider a nonlinear dispersive equation with a quasilinear quadratic term .
 we establish two r


math:arxiv_116927

a middle - cube is an induced subgraph consisting of nodes at the middle two layers of a hypercube .


math:arxiv_116928

we present two examples of reductions from the evolution equations describing discrete schlesinger t


math:arxiv_116931

we develop a statistical theory describing quantum - mechanical scattering of a particle by a cavity


math:arxiv_116932

we study the dynamics of a single and a corotating vortex pair in a dipolar bose - einstein condensa


math:arxiv_116944

we show that the lattice games of guo and miller support universal computation , disproving their co


math:arxiv_116945

this paper studies intermediate homogenization of inhomogeneous cosmological models .
 it shows tha


math:arxiv_116947

given an action of an affine algebraic group with only trivial characters on a factorial variety , w


math:arxiv_116966

we give a new construction of slice knots via annulus twists which provides potential counterexample


math:arxiv_116994

we present a proof - of - concept study that dust extinction curves can be extracted from the infrar


math:arxiv_117025

we adapt the kolmogorov s normalization algorithm ( which is the key element of the original proof s


math:arxiv_117038

we derive the filtering equation for markovian systems undergoing homodyne measurement in the situat


math:arxiv_117055

the bound state of constituent quarks forming a @xmath0 composite baryon is investigated in a qcd -


math:arxiv_117104

we establish asymptotic formulae for the first and second moments of quadratic dirichlet @xmath0func


math:arxiv_117105

the conjecture that some unknown symmetry is responsible for keeping the higgs boson light at 125 ge


math:arxiv_117107

we rederive a popular nonsemisimple fusion algebra in the braided context , from a nichols algebra .


math:arxiv_117110

using the diagrammatic calculus for soergel bimodules , developed by b. elias and m. khovanov , as w


math:arxiv_117111

we prove the optimal version of the hrmander multiplier theorem concerning bilinear multiplier opera


math:arxiv_117121

the high velocities observed in supernovae require a relativistic treatment for the equation of moti


math:arxiv_117138

in a recent paper titled _ the parbelos , a parabolic analog of the arbelos _ , sondow asks for a sy


math:arxiv_117139

in many time - dependent problems of practical interest the parameters entering the equations descri


math:arxiv_117146

in the context of the teleparallel equivalent of general relativity , the weitzenbck manifold is con


math:arxiv_117154

the study of the perturbative odderon at high gluon densities in the color glass condensate requires


math:arxiv_117155

the motion of two distant trapped particles or mechanical oscillators can be strongly coupled by lig


math:arxiv_117157

the kauffman bracket skein modules , @xmath0 have been calculated for @xmath1 for all @xmath2-manifo


math:arxiv_117176

the _ gedanken _ experiment of the clock paradox is solved exactly using the general relativistic eq


math:arxiv_117186

an aspect of the synchronization dynamics is investigated in this work .
 we argue analytically and


math:arxiv_117191

we investigate the breathing of optical spatial solitons in highly nonlocal media .
 generalizing t


math:arxiv_117211

the cachazo - he - yuan ( chy ) formula for @xmath0-gluon scattering is known to give the same ampli


math:arxiv_117242

this paper unifies problems and results related to ( embedding ) universal and homomorphism universa


math:arxiv_117244

we prove that the geometric bogomolov conjecture for any abelian varieties is reduced to that for no


math:arxiv_117245

spectral determinants have proven to be valuable tools for resumming the periodic orbits in the gutz


math:arxiv_117286

we give several general theorems concerning positive definite solutions of riemann - hilbert problem


math:arxiv_117291

this article deals with the weak errors for averaging principle for a stochastic wave equation in a


math:arxiv_117321

in this paper we generalize to coisotropic actions of compact lie groups a theorem of guillemin on d


math:arxiv_117336

in finite element models based on the weak - form galerkin formulation the equilibrium of forces is


math:arxiv_117338

let @xmath0 be a distribution function on the line in the domain of attraction of a stable law with


math:arxiv_117377

we show that a subspace @xmath0 of the space of real analytical functions on a manifold that satisfi


math:arxiv_117390

in this paper , we study the operator equation @xmath0 for a bounded operator @xmath1 on a complex h


math:arxiv_117391

i consider the singular behaviour of tree - level qcd amplitudes when the momenta of three partons b


math:arxiv_117427

a @xmath0 knot @xmath1 in a @xmath2-manifold @xmath3 is a knot that intersects each solid torus of a


math:arxiv_117431

cosmic shear offers a remarkbly clean way to measure the equation of state of the universe and its e


math:arxiv_117437

we believe the following three ingredients are enough to explain the mystery of the arrow of time :


math:arxiv_117447

we study the set of @xmath0-periodic solutions of a class of @xmath0-periodically perturbed coupled


math:arxiv_117448

circuit topology refers to the arrangement of interactions between objects belonging to a linearly o


math:arxiv_117482

we derive transport equations for fermionic systems with a space - time dependent mass matrix in fla


math:arxiv_117483

quasi - spherical light cones are lightlike hypersurfaces of the kerr geometry that are asymptotic t


math:arxiv_117509

we present an analytical study of the effect of small convective cores on the oscillations of solar


math:arxiv_117523

in order to fulfill low s theorem requirements , a new lowest order basis for bound state decay comp


math:arxiv_117528

a scheme for solving whitham hierarchies satisfying a special class of string equations is presented


math:arxiv_117539

simplicial geometries are collections of simplices making up a manifold together with an assignment


math:arxiv_117540

we demonstrate that in optimal velocity model ( ovm ) delay times of vehicles coming from the dynami


math:arxiv_117577

we discuss diagrammatic modifications to the coupled cluster doubles ( ccd ) equations , wherein dif


math:arxiv_117617

the dimer - atom - atom recombination process in the system of four identical bosons with resonant i


math:arxiv_117621

in this note we explain two transitions known for moment generating functions of local times by mean


math:arxiv_117632

a theorem on subwavelength imaging with arrays of discrete sources is formulated .
 this theorem is


math:arxiv_117640

in this paper we consider the functional it calculus framework to find a path - dependent version of


math:arxiv_117643

a new type of langevin equation exhibiting a non trivial phase transition associated with the presen


math:arxiv_117724

it is classically known that the only zero mean curvature entire graphs in the euclidean 3-space are


math:arxiv_117742

using numerical simulation based on a density - functional equation for a trapped fermi super - flui


math:arxiv_117743

this paper considers a multimessage network where each node may send a message to any other node in


math:arxiv_117745

we establish large deviation formulas for linear statistics on the @xmath0 transmission eigenvalues


math:arxiv_117752

we study the concept of the fourth skein module of @xmath0-manifolds , that is a skein module based


math:arxiv_117770

a gauss diagram is a simple , combinatorial way to present a link .
 it is known that any vassiliev


math:arxiv_117785

the resonant scattering of gap solitons ( gs ) of the periodic nonlinear schrdinger equation with a


math:arxiv_117793

this is an exposition of the homological classification of actions of surface groups on the plane ,


math:arxiv_117797

we study the structure of renormalization hopf algebras of gauge theories .
 we identify certain ho


math:arxiv_117807

we give another proof of a theorem of fife  understood broadly as providing a finite automaton that


math:arxiv_117808

we give a generating set of the generalized reidemeister moves for oriented singular links .
 we us


math:arxiv_117818

we study mass models that correspond to mond ( triaxial ) potentials for which the hamilton - jacobi


math:arxiv_117824

we consider an operator of bernstein for symmetric functions , and give an explicit formula for its


math:arxiv_117829

we provide new proofs for the non - existence of ovoids in hyperbolic spaces of rank at least four i


math:arxiv_117830

darboux s theorem guarantees the existence of local canonical coordinates on symplectic manifolds un


math:arxiv_117835

we present a novel method for estimation of the fiber orientation distribution ( fod ) function base


math:arxiv_117837

visualization and interpretation of contingency tables by correspondence analysis ( ca ) , as develo


math:arxiv_117870

following matveev , a _ @xmath0-normal surface _ in a triangulated @xmath1-manifold is a generalizat


math:arxiv_117878

using the anelastic approximation of linearized hydrodynamic equations , we investigate the developm


math:arxiv_117880

interplay of kinematic and magnetic forcing in a model of a conducting fluid with randomly driven ma


math:arxiv_117892

we consider the problem of convergence in homogeneous shearing box simulations of magneto - rotation


math:arxiv_117893

in this paper we consider scalar parabolic equations in a general non - smooth setting emphasizing i


math:arxiv_117910

transport equation of the galactic cosmic ray ( gcr ) is numerically solved for @xmath0 and @xmath1


math:arxiv_117926

in this note , we use the recent work of honda - kazez - mati  @xcite to prove that a closed contact


math:arxiv_117935

kinematical models are constrained by the latest observational data from geometry - distance measure


math:arxiv_117944

a one - dimensional spin chain with random local interactions exhibits many - body localization .


math:arxiv_117955

this article is concerned with conformal harmonic maps @xmath0 , where @xmath1 is a closed riemann s


math:arxiv_117963

we study the conversion of a neutron star to a strange star as a possible energy source for @xmath0-


math:arxiv_118011

the relativistic hydrodynamical equations are being examined with the aim of extracting the quantum


math:arxiv_118019

in the context of modified newtonian dynamics , the fundamental plane , as the observational signatu


math:arxiv_118021

linear operators preserving the direct sum of polynomial rings @xmath0 are constructed . in the case


math:arxiv_118033

we formulate and analyze a theoretical model for the regulation of microtubule ( mt ) polymerization


math:arxiv_118042

we study the term structure equation for single - factor models that predict nonnegative short rates


math:arxiv_118065

suppose that @xmath0 $ ] , @xmath1 , defines a nodal cubic . in earlier papers we made a precise con


math:arxiv_118084

in this paper we are interested with a strongly coupled system of partial differential equations tha


math:arxiv_118086

the homogeneous bethe - salpeter equation is solved in the quenched ladder approximation for the vec


math:arxiv_118087

an impact parameter dependent unintegrated gluon distribution is constructed as a solution of a nonl


math:arxiv_118095

we classify moufang loops of order 64 and 81 up to isomorphism , using a linear algebraic approach t


math:arxiv_118126

we derive a markovian master equation for the internal dynamics of an ensemble of two - level atoms


math:arxiv_118156

the standard central limit theorem with a gaussian attractor for the sum of independent random varia


math:arxiv_118158

we solve the schrdinger equation for an interacting spin - chain locally coupled to a quantum enviro


math:arxiv_118159

the technique of differential intertwining operators ( or darboux transformation operators ) is syst


math:arxiv_118174

we study the differential equations of lumped - parameter models of spacecraft thermal control .
 f


math:arxiv_118181

we formulate a quantitative theory of an electromotive force of spin origin , i.e. , spin - motive f


math:arxiv_118182

chromogeometry brings together euclidean geometry ( called _ blue _ ) and two relativistic geometrie


math:arxiv_118188

we propose a new reformulation of yang - mills theory in which three- and four - gluon self - intera


math:arxiv_118192

in this paper we present a model based on dynamics of the electrons in the plasma using a simplified


math:arxiv_118193

the existence and nature of a new mode of electronic collective excitations ( quadrupole plasmons )


math:arxiv_118199

english it is well known that the angles in a lattice acting on hyperbolic @xmath0-space become equi


math:arxiv_118214

using the algebraic dynamical method , the dynamics of entanglement in an atom - field bipartite sys


math:arxiv_118215

we study lissajous curves in the 3-cube , that generate algebraic cubature formulas on a special fam


math:arxiv_118235

we investigate the algebra of repeated integrals of semimartingales . we prove that a _ minimal fami


math:arxiv_118240

the effect of strong quantizing magnetic field on the equation of state of matter at the outer crust


math:arxiv_118245

we present some numerical findings concerning the nature of the blowup vs.  global existence dichoto


math:arxiv_118263

we apply a parameterization - independent approach to fitting the dark energy equation - of - state


math:arxiv_118264

there are many topological faces of the superfluid phases of @xmath0he .
 these superfluids contain


math:arxiv_118277

we present a boltzmann equation analysis of the transport properties of a model of electrons with a


math:arxiv_118285

minimal energy shapes of closed , elastic shells with twelve pentagonal disclinations introduced in


math:arxiv_118306

in this paper we provide a unified framework for quasi - species evolution and stochastic quantizati


math:arxiv_118316

let @xmath0 be a closed oriented 3-manifold with a contact form such that all reeb orbits are nondeg


math:arxiv_118331

we prove asymptotic formulas for the number of rational points of bounded height on smooth equivaria


math:arxiv_118335

it was shown earlier by rahaman et al . that a noncommutative - geometry background can account for


math:arxiv_118339

we study gromov - witten invariants of a rational elliptic surface using holomorphic anomaly equatio


math:arxiv_118370

let @xmath0 be a simply connected , connected completely solvable lie group with lie algebra @xmath1


math:arxiv_118372

goal of this paper is to investigate several numerical schemes for the resolution of two anisotropic


math:arxiv_118390

using the generalized coherent states we argue that the path integral formulae for @xmath0 and @xmat


math:arxiv_118400

new forms of empirical formulae that provide an approximate description of the decay of shock pressu


math:arxiv_118408

we study the stability of 5d gravitational solutions containing an arbitrary number of scalar fields


math:arxiv_118421

answering a question asked by agol and wise , we show that a desired stronger form of wise s malnorm


math:arxiv_118422

we consider the late - time asymptotic behavior for solutions of einstein s equations with the wave


math:arxiv_118425

the parker or field line tangling model of coronal heating is investigated through long - time high


math:arxiv_118429

we identify the kinks of a deformed @xmath0 linear sigma model as the solutions of a set of first -


math:arxiv_118441

we present preliminary results for the second moment of the pion s distribution amplitude . the latt


math:arxiv_118447

we use rice formulae in order to compute the moments of some level functionals which are linked to p


math:arxiv_118494

in two - view geometry , the essential matrix describes the relative position and orientation of two


math:arxiv_118496

we derive rigorously explicit formulas of the casimir free energy at finite temperature for massless


math:arxiv_118512

this paper discusses the variation of sendograph distances under some algebra operations
 .    [ se


math:arxiv_118520

we present an argument based on the multidimensional and the uniform central limit theorems , provin


math:arxiv_118539

we propose a model based on the primitive system of the navier - stokes equations in a bidimensional


math:arxiv_118549

in this review , we will discuss how the chiral symmetry and @xmath0 breaking effects are reflected


math:arxiv_118556

we exhibit a distinctly low - dimensional dynamical obstruction to the existence of liouville cobord


math:arxiv_118577

in this article , we prove the conjecture of bar - natan , garoufalidis , and khovanov s on the supp


math:arxiv_118578

lscher established a non - perturbative formula to extract the elastic scattering phases from two -


math:arxiv_118583

it has recently been shown that the auxiliary field method is an interesting tool to compute approxi


math:arxiv_118590

the governing equation for elastic waves in flexural plates is not form invariant , and hence design


math:arxiv_118616

we consider fluctuations of the energy on a mesoscopic island coupled to two leads .
 we use the ke


math:arxiv_118622

in this paper we present the study of the topology of the equipotential hypersurfaces of configurati


math:arxiv_118631

we investigate the behavior of large amplitude oscillations of a trapped bose - condensed gas of alk


math:arxiv_118635

the main purpose of this paper is to produce a geometric realization for tempered modules of the aff


math:arxiv_118641

although accretion disks are a theoretically appealing model for the geometry and dynamics of the ga


math:arxiv_118656

for any positive integer @xmath0a new family of periodic functions in power series form and of perio


math:arxiv_118657

the dynamics of two qubits ultra - strongly coupled with a quantum oscillator is investigated by the


math:arxiv_118683

we construct a linear sigma model for open - strings ending on special lagrangian cycles of a calabi


math:arxiv_118684

we construct a representation of the zero central charge virasoro algebra using string fields in wit


math:arxiv_118688

this paper is the second in a series devoted to the study of periodic super - spin chains . in our f


math:arxiv_118690

we continue the investigation of bernstein
 von mises theorems for nonparametric bayes procedures f


math:arxiv_118763

motivated by uv completion of general relativity with a modification of a geometry at high energy sc


math:arxiv_118777

this paper establishes the existence of a _ gap _ for the stable length spectrum on a hyperbolic man


math:arxiv_118800

we solve the dirac equation , which describes charge massless chiral relativistic carriers in a two


math:arxiv_118803

in this article the propagation of pointlike event probabilities in space is considered .
 double -


math:arxiv_118812

the onset and bifurcation points of the @xmath0-cycles of a polynomial map are located through a cha


math:arxiv_118818

we study the asymptotic behaviour of the orbit - counting function and a dynamical mertens theorem f


math:arxiv_118819

reconstruction of a high - dimensional network may benefit substantially from the inclusion of prior


math:arxiv_118828

we look at a homogeneous incompressible fluid with a time and space  variable rheology of bingham ty


math:arxiv_118844

the solution to the nonlinear output regulation problem requires one to solve a first order pde , kn


math:arxiv_118856

the inviscid burgers equation with random and spatially smooth forcing is considered in the limit wh


math:arxiv_118870

in this paper , we obtain cordes - nirenberg type estimates for nonlocal parabolic equations on the


math:arxiv_118871

the dark energy models with variable equation of state parameter @xmath0 are investigated by using l


math:arxiv_118888

in this paper we present the results of computation of cohomology for some lie ( super)algebras of h


math:arxiv_118890

we derive and discuss the complete set of exact solutions to the one - dimensional bogoliubov - de g


math:arxiv_118938

this paper contains a rigorous mathematical example of direct derivation of the system of euler hydr


math:arxiv_118958

the operator expansion of free green function of helmholtz equation for arbitrary @xmath0- dimension


math:arxiv_118971

in this work we extend previous work on the evolution of a primordial black hole ( pbh ) to address


math:arxiv_118987

we provide a formula for the dubrovnik polynomial of a rational knot in terms of the entries of the


math:arxiv_118989

we study analytically and numerically the three - dimensional @xmath0 lattice gauge theory at finite


math:arxiv_118990

we include spontaneous symmetry breaking into the functional renormalization group equations for the


math:arxiv_118995

around 1958 , hill described how to draw the complete graph @xmath0 with @xmath1 crossings , and con


math:arxiv_119002

the electromagnetic hopfion ( em hopfion ) refers to a topologically nontrivial solution to the vacu


math:arxiv_119008

in this paper we consider a class of continuity equations that are conditioned to stay in general sp


math:arxiv_119012

we show that the emerging field of discrete differential geometry can be usefully brought to bear on


math:arxiv_119030

we formulate the theory for a diatomic molecule in a spatially degenerate electronic state interacti


math:arxiv_119049

pr and wood conjectured that for all @xmath0 there exists @xmath1 with the following property : when


math:arxiv_119051

it is shown that if @xmath0 is a circulant hadamard @xmath1 then @xmath2 .
 this proves the hadamar


math:arxiv_119075

random phase approximation ( rpa ) provides a very convenient tool to study the ensembles of weakly


math:arxiv_119103

recently , it was shown in  @xcite that the critical probability for random voronoi percolation in t


math:arxiv_119104

in these lectures we give a concise introduction to the ideas of renormalon calculus in qed and qcd


math:arxiv_119114

two - dimensional turbulence governed by the so - called @xmath0 turbulence equations , which includ


math:arxiv_119139

we present a method for formulating gauge theories of chiral fermions in lattice field theory .
 th


math:arxiv_119144

we revisit the theme of non - nearest - neighbor interactions in nonlinear dynamical lattices , in t


math:arxiv_119182

we discuss the statistical properties of a recently introduced unbiased stochastic approximation to


math:arxiv_119188

we study bound states of the two - dimensional helmholtz equations with dirichlet boundary condition


math:arxiv_119209

the van der waals ( vdw ) equation of state describes a thermal equilibrium in system of particles ,


math:arxiv_119246

we extend our previous formalism , in order to analyze the dynamics of a general shell of matter wit


math:arxiv_119248

we calculate the nonlinear cotunneling conductance through interacting quantum dot systems in the de


math:arxiv_119257

solutions of the schrdinger equation by spanning the wave function is a complete basis is a common p


math:arxiv_119274

in this note , we show that the normalized hochschild co  chains of an associative algebra with a no


math:arxiv_119279

we describe high order accurate and stable fully - discrete finite difference schemes for the initia


math:arxiv_119284

in quantum theory particles are represented as wave packets .
 shock wave analysis of quantum equat


math:arxiv_119286

in this article , we study the maximal length of positive dehn twist factorizations of surface mappi


math:arxiv_119297

the ( asymptotic ) behaviour of the second moment of solutions to stochastic differential equations


math:arxiv_119299

a phenomenological quasiparticle model , featuring dynamically generated self - energies of excitati


math:arxiv_119303

a langevin equation whose deterministic part undergoes a saddle - node bifurcation is investigated t


math:arxiv_119309

we prove a formula that expresses the viterbo  maslov index of a smooth strip in an oriented @xmath0


math:arxiv_119329

general relativity promotes space - time to a physical , dynamical object subject to equations of mo


math:arxiv_119334

the dynamical effects of the tensor modes of the geometry are investigated in the context of curvatu


math:arxiv_119361

we derive several results in classical euclidean elementary geometry using the steering ellipsoid fo


math:arxiv_119374

the paper studies admissibility of multiple - conclusion rules in the positive logics . using modifi


math:arxiv_119380

we analyze the vortex dynamics and vortex  vortex interactions in bose - einstein condensates confin


math:arxiv_119405

quantum graphity is a background independent model for emergent geometry , in which space is represe


math:arxiv_119413

we show that for any nontrivial knot in @xmath0 , there is an open interval containing zero such tha


math:arxiv_119433

@xmath0-dark - dark solitons in the generally coupled integrable nls equations are derived by the kp


math:arxiv_119472

we obtain a new decomposition of the riemann  liouville operators of fractional integration as a ser


math:arxiv_119479

almost nothing is known about the layer structure of solutions to strongly coupled systems of convec


math:arxiv_119488

in the present paper we generate a set of solutions describing the interior of a compact star under


math:arxiv_119491

we study the evolution of nonlinear ion acoustic wave excitations due to a moving charged source in


math:arxiv_119530

a model of a phase - separating two - component langmuir monolayer in the presence of a photo - indu


math:arxiv_119535

we derive the equation of state of nuclear matter including vacuum polarization effects arising from


math:arxiv_119544

the method of perturbative expansion of master equation is employed to study the dissipative propert


math:arxiv_119562

we re - examine the dynamical stability of the nakedly singular , static , spherically symmetric sol


math:arxiv_119572

a novel approach towards the hadronic contributions to the anomalous magnetic moment of the muon @xm


math:arxiv_119580

we rewrite the standard 4-dimensional dirac equation in terms of quaternionic spinors , leading to a


math:arxiv_119584

we present a diagrammatic formulation of a theory for the time dependence of density fluctuations in


math:arxiv_119599

recently , a new class of semi - lagrangian methods for the bgk model of the boltzmann equation has


math:arxiv_119620

the equations of hydrodynamics are rewritten in sense of functionals with values in non - archimedea


math:arxiv_119632

single crystals of thallium - based cuprates with the general formula tl@xmath0ba@xmath0ca@xmath1cu@


math:arxiv_119637

we study a least square - type estimator for an unknown parameter in the drift coefficient of a stoc


math:arxiv_119652

we show that the resulting manifold by @xmath0-surgery on a large class of two - bridge knots has le


math:arxiv_119687

we compute dimensions and characters of the components of the operad of two compatible associative p


math:arxiv_119689

x - ray polarisation measurement is a unique tool which may provide crucial information regarding th


math:arxiv_119697

by using jet calculus as a consistent framework to describe multiparton dynamics we explain the pecu


math:arxiv_119702

work in the paradigm of quantum fluctuation theorems of crooks and jarzynski , is determined by proj


math:arxiv_119711

a module for the zeus-2d code is described which may be used to solve the equations of radiation hyd


math:arxiv_119712

the optical theorem is an important tool for scattering analysis in acoustics , electromagnetism , a


math:arxiv_119723

we derive a ( 1 + 1)-dimensional nonlinear evolution equation ( nle ) which may model the propagatio


math:arxiv_119730

we construct a maximal counterpart to the minimal quantum group - twisted tensor product of @xmath0-


math:arxiv_119745

we study dipole oscillations in a general fermionic mixture : starting from the boltzmann equation ,


math:arxiv_119778

soit @xmath0 une surface do nt lanneau de cox a une seule relation , laquelle vrifie en outre une ce


math:arxiv_119780

we prove an integral version of the schur  weyl duality between the specialized birman  murakami
 w


math:arxiv_119791

pseudospin symmetry in nuclei is investigated by solving the dirac equation with woods - saxon scala


math:arxiv_119808

this paper addresses the floating body problem which consists in studying the interaction of surface


math:arxiv_119819

we use the methods of topological hochschild homology to shed new light on groups satisfying the bas


math:arxiv_119824

recently , the first - named author gave a classification of 3d consistent 6-tuples of quad - equati


math:arxiv_119864

electrochemical scanning tunneling microscopy ( ecstm ) is gaining popularity as a tool to implement


math:arxiv_119872

in this paper we establish the stability of jensen s functional equation on some classes of groups .


math:arxiv_119895

we show that the classical equations of gravity follow from a thermodynamic relation , @xmath0 , whe


math:arxiv_119901

a data structure and toolkit are presented here that allow for the description and manipulation of m


math:arxiv_119908

we employ an old field theory model , formulated and discussed by born , infeld , hoffman and rosen


math:arxiv_119926

by a theorem of volkov @xcite we know that on most graphs with positive probability the linearly ver


math:arxiv_119943

the dilute @xmath0 model is a solvable irf ( interaction round a face ) model with three local state


math:arxiv_119948

we consider the scaling behavior of directed percolation and of the pair contact process with a conj


math:arxiv_119955

we study the long wavelength electromagnetic resonances of interacting cylinder arrays . by using a


math:arxiv_119958

ordinary differential equations obtained as limits of markov processes appear in many settings .
 t


math:arxiv_119972

this paper explains how a popular , commercially - available software package for solving partial -


math:arxiv_119978

in this paper we are concerned with the initial boundary value problems of linear and semi - linear


math:arxiv_120000

based on the vlasov - maxwell equations describing the self - consistent nonlinear beam dynamics and


math:arxiv_120008

of all the possible ways to describe the behavior of the universe that has undergone a big trip the


math:arxiv_120029

we study circular nanomechanical graphene resonators by means of continuum elasticity theory , treat


math:arxiv_120050

in many situations , one can approximate the behavior of a quantum system , i.e.  a wave function su


math:arxiv_120054

we derive exact expressions for the casimir scalar interaction energy between media - separated ecce


math:arxiv_120058

direct nuclear reactions @xmath0 and @xmath1 are described in the framework of three - body faddeev


math:arxiv_120061

anomalous quark triangles with one axial and two vector currents are studied in special kinematics w


math:arxiv_120066

it is a well known fact that families of minimal rational curves on rational homogeneous manifolds o


math:arxiv_120067

in this paper we introduce the hyperbolic mean curvature flow and prove that the corresponding syste


math:arxiv_120089

given a closed @xmath0manifold @xmath1 , we show that the heegaard floer homology determines whether


math:arxiv_120106

we consider the non - trivial ricci soliton on @xmath0 constructed by koiso and cao .
 it is a khle


math:arxiv_120133

in this work a periodic crystal with point defects is described in the framework of linear response


math:arxiv_120141

monotone systems of polynomial equations ( mspes ) are systems of fixed - point equations @xmath0 @x


math:arxiv_120144

we introduce a numerical method for general coupled korteweg - de vries systems .
 the scheme is va


math:arxiv_120148

the factorization theorem in decays of @xmath0 mesons to two charmed mesons ( both pseudoscalar and


math:arxiv_120149

einstein s equation , in its standard form , breaks down at the big bang singularity . a new version


math:arxiv_120153

we study the bethe ansatz / ordinary differential equation ( ba / ode ) correspondence for bethe ans


math:arxiv_120176

we present results of molecular dynamics simulations of water confined in a silica pore .
 a cylind


math:arxiv_120178

the method of searching for signals of heavy virtual particles is developed .
 it is based on a ren


math:arxiv_120188

we obtained the magnetic field configurations , including both poloidal and toroidal components , th


math:arxiv_120192

a new numerical method is developed for solution of the gelfand  levitan  marchenko inverse scatteri


math:arxiv_120215

the hartle - hawking state is a proposal for a preferred initial state for quantum gravity , based o


math:arxiv_120221

in this paper we derive some first order differential equations which model the classical and the re


math:arxiv_120226

in this paper , a moving mesh discontinuous galerkin ( dg ) method is developed for nonlinear partia


math:arxiv_120245

a large class of quintessential inflationary models , recently proposed by peebles and vilenkin , le


math:arxiv_120256

i prove the security of quantum key distribution against individual attacks for realistic signals so


math:arxiv_120261

the algebraic method of renormalization is applied to the standard model of electroweak interactions


math:arxiv_120263

in 1998 , shibata and sasaki [ phys .  rev .
 d  * 58 * ,  104011 ( 1998 ) ] presented an approxima


math:arxiv_120270

thermodynamic formulas for investigating systems with density and/or temperature dependent particle


math:arxiv_120273

by formally invoking the wiener - hopf method , we explicitly solve a one - dimensional , singular i


math:arxiv_120276

we prove that a conjecture of chai on the additivity of the base change conductor for semi - abelian


math:arxiv_120278

we address the question whether the cut - off dependence , which has to be introduced in order to pr


math:arxiv_120281

constraint logic programming ( _ clp _ ) and hereditary harrop formulas ( _ hh_)are two well known w


math:arxiv_120289

we first point out it is conditional to apply the variational approach to the nonlocal nonlinear sch


math:arxiv_120301

we construct consistent noncommutative ( nc ) deformations of the randall - sundrum spacetime that s


math:arxiv_120304

we find discrete holomorphic parafermions of the ashkin - teller model on the critical line , by map


math:arxiv_120323

the functional renormalization group equation is expanded to a two - loop form .
 this two - loop f


math:arxiv_120328

we use the gauge - gravity duality conjecture to compute spectral functions of the stress - energy t


math:arxiv_120330

we introduce a direct method allowing to solve numerically inverse type problems for linear hyperbol


math:arxiv_120350

multi - domain solutions to the time - dependent ginzburg - landau equation in presence of an extern


math:arxiv_120353

let @xmath0 be an arbitrary finite group .
 the mckay conjecture asserts that @xmath0 and the norma


math:arxiv_120362

a new probabilistic representation is presented for solutions of the incompressible navier - stokes


math:arxiv_120370

in this work , we investigate a linear differential equation involving caputo - fabrizio fractional


math:arxiv_120376

a phenomenological momentum - independent ( mid ) model is constructed to describe the equation of s


math:arxiv_120378

the article is devoted to the simulation of viscous incompressible turbulent fluid flow based on sol


math:arxiv_120393

we impose constraints on the topology of the universe determined from a search for matched circles i


math:arxiv_120400

we study transport through a quantum dot side - coupled to two parallel luttinger liquid leads in th


math:arxiv_120423

the propagation of neutrinos in long baselines experiments may be influenced by dissipation effects


math:arxiv_120446

we model electronic transport through a double quantum wire in an external homogeneous perpendicular


math:arxiv_120467

we formulate an approximate relativistic framework for an analysis of the @xmath0 and @xmath1 reacti


math:arxiv_120473

the distribution of net electric charge in graphene is investigated , using both a constitutive atom


math:arxiv_120477

tight framelets on a smooth and compact riemannian manifold @xmath0 provide a tool of multiresolutio


math:arxiv_120487

we construct a self - consistent model for the wind around w hya by solving the coupled equations de


math:arxiv_120530

infinite - dimensional galilean conformal algebras can be constructed by contracting pairs of symmet


math:arxiv_120539

using the numerical solution of the nonlinear schrdinger equation and a variational method it is sho


math:arxiv_120550

we consider a coupled nonlinear schrdinger equations describing an atomic bose - einstein condensate


math:arxiv_120562

the phase structure of an eight - fermion interaction model is investigated in a compact space - tim


math:arxiv_120567

a multi - relational graph maintains two or more relations over a vertex set .
 this article define


math:arxiv_120572

the y - chromosome degeneration is still an intriguing mechanism and comprises the very origin of se


math:arxiv_120594

wyner s soft - covering lemma is a valuable tool for achievability proofs of information theoretic s


math:arxiv_120602

motivated by the connection between gauge field topology and the axial anomaly in fermion currents ,


math:arxiv_120608

in this paper we study an aggregation equation with a general nonlocal flux .
 we study the local w


math:arxiv_120612

in this study , we introduce a relativistic quantum mechanical wave equation of the spin-1 particle


math:arxiv_120644

we investigate the interacting holographic dark energy ( hde ) with granda - oliveros ( go ) ir - cu


math:arxiv_120658

we study crossed products of arbitrary operator algebras by locally compact groups of completely iso


math:arxiv_120664

landau s well known asymptotic formula @xmath0 which also holds for @xmath1 is known to be fairly po


math:arxiv_120669

we consider a finite dimensional damped second order system and obtain spectral inclusion theorems f


math:arxiv_120684

in this paper we study the topology of the cobordism category @xmath0 of open and closed strings . t


math:arxiv_120694

integrability , integrating factor , linearization , equivalence problem a method of finding general


math:arxiv_120704

a theorem due to bob geroch and pong soo jang [ `` motion of a body in general relativity . '' _ jou


math:arxiv_120708

to accommodate the observed accelerated expansion of the universe , one popular idea is to invoke a


math:arxiv_120714

practically applicable criteria for the nonclassicality of quantum states are formulated in terms of


math:arxiv_120724

the physical origin of the backbendings in the equations of state of finite but not necessarily smal


math:arxiv_120741

it is proved that the associative differential graded algebra of ( polynomial ) polyvector fields on


math:arxiv_120742

the discretizable molecular distance geometry problem ( dmdgp ) consists in a subclass of the molecu


math:arxiv_120753

the development of the parallel root facility , proof , enables a physicist to analyze and understan


math:arxiv_120792

despite several attempts , no efficient cluster algorithm has been constructed for @xmath0 models in


math:arxiv_120795

we show for the ising model that is possible construct a discrete time stochastic model analogous to


math:arxiv_120799

ishimori equation is a @xmath0 dimensional generalization of the @xmath1 dimensional integrable clas


math:arxiv_120810

we study an early dark energy ( ede ) model as a k - essence scalar field in the framework of flrw u


math:arxiv_120812

we study an integrable modification of the focusing nonlinear schrdinger equation from the point of


math:arxiv_120818

matrix generalization of the inverse scattering method is developed to solve the multicomponent nonl


math:arxiv_120866

a global analysis is presented of solutions for laplace s equation on three - dimensional euclidean


math:arxiv_120883

a propagator for the one dimensional time - dependent schrdinger equation with an asymmetric rectang


math:arxiv_120895

this is the second in a series of papers on the numerical treatment of hyperelliptic theta - functio


math:arxiv_120896

we describe a multidomain spectral - tau method for solving the three - dimensional helically reduce


math:arxiv_120910

previous measurements of a quadrupole component of azimuth correlations denoted by symbol @xmath0 ha


math:arxiv_120933

we exactly reformulate the lattice cp(@xmath0 ) spin model on a @xmath1 dimensional torus as a loop


math:arxiv_120940

we propose a positivity preserving entropy decreasing finite volume scheme for nonlinear nonlocal eq


math:arxiv_120954

a relativistic coulomb - like resummation factor in qcd is suggested , based on the solution of the


math:arxiv_120955

intersection angles of stable and unstable manifolds for area preserving mappings are numerically ca


math:arxiv_120963

i discuss constraints on the equation of state of matter at supra - nuclear densities that can be de


math:arxiv_120987

we study the thermally assisted relaxation of a directed elastic line in a two dimensional quenched


math:arxiv_120989

we give a new proof of a celebrated theorem of dennis johnson that asserts that the kernel of the jo


math:arxiv_120991

the representation ring of an affine algebraic group scheme can be endowed with the structure of a (


math:arxiv_121016

we show that the crossing number of any link that is known to be quasi - alternating is less than or


math:arxiv_121041

recently , we presented a generalisation of the jarzynski non - equilibrium work theorem for phase s


math:arxiv_121045

cylindrical algebraic decomposition ( cad ) is an important tool , both for quantifier elimination o


math:arxiv_121051

we give a characterization of subsets of effect algebras , that can be embedded into a range of an o


math:arxiv_121068

this paper presents a decidable characterization of tree languages that can be defined by a boolean


math:arxiv_121077

a classical theorem by hartshorne states that the dual graph of any arithmetically cohen  macaulay p


math:arxiv_121091

_ _    we give an immersion formula , the _ sym - bobenko formula _ , for minimal surfaces in the @x


math:arxiv_121093

we show that the spheres in hilbert geometry have the same volume growth entropy as those in the lob


math:arxiv_121119

iterated function systems ( ifss ) have been at the heart of fractal geometry almost from its origin


math:arxiv_121134

energetic particle transport in a finite amplitude magnetosonic and alfvnic turbulence is considered


math:arxiv_121156

bell nonlocality can be formulated in terms of a resource theory with local - hidden variable models


math:arxiv_121168

a model for ionization and recombination collisions in a multifluid plasma is formulated using the f


math:arxiv_121208

in this paper we consider the growth , large fluctuations and memory properties of an affine stochas


math:arxiv_121211

this contribution summarizes the recent work carried out to analyze the behavior of the hyperbolic s


math:arxiv_121223

we present here a conjecture about the equivalence between the noise density of states of a system g


math:arxiv_121250

we derive general equations for non - linearity corrections and statistical uncertainty ( variance )


math:arxiv_121252

we study a 1d semilinear wave equation modeling the dynamic of an elastic string interacting with a


math:arxiv_121255

we study the asymptotic dynamics of a driven spin - boson system where the environment is formed by


math:arxiv_121262

we propose a quantum model consisting of two remote qubits interacting with two correlated colored n


math:arxiv_121293

the effect of instability on the propagation of solitary waves along one - dimensional discrete nonl


math:arxiv_121297

we derive the formulae for the time variation of the gravitational `` constant '' @xmath0 and of the


math:arxiv_121308

in this paper we explore the strong rotation limit of the rotating and stratified boussinesq equatio


math:arxiv_121317

in this paper , we propose a new class of parametrization of the equation of state of dark energy .


math:arxiv_121326

in this paper , we explore the nature of scalar field potential in @xmath0 gravity using a well - mo


math:arxiv_121343

we study the non - equilibrium relaxation of an elastic line described by the edwards - wilkinson eq


math:arxiv_121365

goldman and turaev constructed a lie bialgebra structure on the free @xmath0-module generated by fre


math:arxiv_121366

nonlinear integral equations are proposed for the description of the full finite size spectrum of th


math:arxiv_121368

we present a practical method to solve faddeev three - body equations at energies above three - body


math:arxiv_121379

we study the @xmath0-dimensional schrdinger equation with a singular potential @xmath1 . its solutio


math:arxiv_121403

wavelets are a useful basis for constructing solutions of the integral and differential equations of


math:arxiv_121443

protein - protein interaction networks associated with diseases have gained prominence as an area of


math:arxiv_121451

this paper gives an exposition of the authors harmonic deformation theory for 3-dimensional hyperbol


math:arxiv_121457

this paper considers the class of deterministic continuous - time optimal control problems ( ocps )


math:arxiv_121459

the spectra and wave functions of heavy - light mesons are calculated within a relativistic quark mo


math:arxiv_121462

the dynamical behavior of a higher - order cubic ginzburg - landau equation is found to include a wi


math:arxiv_121466

the dynamical friction problem is a long - standing dilemma about globular clusters ( hereafter , gc


math:arxiv_121470

certain classes of 3-manifolds , following thurston , give rise to a ` skinning map ' , a self - map


math:arxiv_121501

we prove the garden of eden theorem for cellular automata with finite set of states and finite neigh


math:arxiv_121527

the three - wave resonant interaction equations are a non - dispersive system of partial differentia


math:arxiv_121529

the minimal models @xmath0 with @xmath1 have a unique ( non - trivial ) simple current of conformal


math:arxiv_121540

in this paper , we give thomae type formula for _ _
 k__3 surfaces @xmath0 given by double covers o


math:arxiv_121544

we construct , for @xmath0 a root of unity of odd order , an embedding of the projective special lin


math:arxiv_121545

we derive quasiclassical expressions for the three - body decay width and define the `` preexponenti


math:arxiv_121594

the memoir _ theorie der parallellinien _ ( 1766 ) by johann heinrich lambert is one of the founding


math:arxiv_121602

in this paper we present a new algorithm based on a cartesian mesh for the numerical approximation o


math:arxiv_121604

we discuss the homological algebra of representation theory of finite dimensional algebras and finit


math:arxiv_121611

we note that the thomas fermi limit of gross pitaevskii equation and @xmath0 limit of quantum mechan


math:arxiv_121613

we generalise gauge theory on a graph so that the gauge group becomes a finite - dimensional ribbon


math:arxiv_121621

we investigate how a horizontal plane poiseuille shear flow changes linear convection properties in


math:arxiv_121622

we study the discrete causal set geometry of a small causal diamond in a curved spacetime using the


math:arxiv_121626

we consider the explicit numerical approximations of stochastic differential equations ( sdes ) driv


math:arxiv_121637

we construct universal geometric coefficients , over @xmath0 , @xmath1 , and @xmath2 , for cluster a


math:arxiv_121644

to describe of dynamics of ternary fission of @xmath0cf an equation of motion of the tri - nuclear s


math:arxiv_121657

we reformulate the soft - collinear effective theory which includes the collinear quark and soft glu


math:arxiv_121661

proof of the existence of a significant population of normal disk galaxies at redshift @xmath0 would


math:arxiv_121697

the renormalised quark dyson - schwinger equation is studied in the limit of the renormalised curren


math:arxiv_121698

farkas lemma is a fundamental result from _ linear programming _ providing _ linear _ certificates f


math:arxiv_121748

@xmath0-diregular circulant digraph on @xmath1 vertices is a counterexample of jackson s conjecture


math:arxiv_121773

in this letter we present the set of invariant difference equations and meshes which preserve the li


math:arxiv_121826

we prove a novel lyapunov - based small - gain theorem for networks of @xmath0 hybrid systems which


math:arxiv_121831

the last solar minimum is characterized by several peculiar aspects and by the presence of a complex


math:arxiv_121849

it is shown that the celebrated menelaus relation and fay s trisecant formula similar to the wdvv eq


math:arxiv_121855

a computer study of clusters of up to 200,000 equal - area bubbles shows for the first time that rou


math:arxiv_121866

we show decay estimates for the propagator of the discrete schrdinger and klein - gordon equations i


math:arxiv_121867

face is a self contained programme , with namelist input , that solves the three body faddeev equati


math:arxiv_121899

we study augmented quasiclassical equations of superconductivity with the lorentz force , which is m


math:arxiv_121908

we investigate the consistency requirements of the next - to leading bfkl equation with the renormal


math:arxiv_121916

we prove the existence of regular foliations with a prescribed tangency divisor in neighborhoods of


math:arxiv_121928

we present an exact three - dimensional solitonic solution to a sine - gordon - type euler - lagrang


math:arxiv_121958

in earlier work , jockusch , propp , and shor proved a theorem describing the limiting shape of the


math:arxiv_121961

linear and nonlinear ion - acoustic waves are studied in a fluid model for non - relativistic , unma


math:arxiv_121972

the theoretical formulation of x - ray resonant magnetic scattering from rough surfaces and interfac


math:arxiv_121992

an open quantum system , whose time evolution is governed by a master equation , can be driven into


math:arxiv_121998

we illustrate a general technique for enumerating factors of @xmath0-automatic sequences by proving


math:arxiv_122023

we propose a topology - preserved hard - core boson simulator of one - dimensional time - reversal -


math:arxiv_122027

we give a conway - gordon type formula for invariants of knots and links in a spatial complete four


math:arxiv_122061

in this article , we investigate the under - structures of the @xmath0 and b mesons in the framework


math:arxiv_122070

we propose a fixed scale approach to calculate the equation of state ( eos ) in lattice qcd . in thi


math:arxiv_122072

we introduce a scheme to include many - body screening processes explicitly into a set of self - con


math:arxiv_122092

btev is a collider experiment at fermilab designed for precision studies of cp violation and mixing


math:arxiv_122098

this article introduces a new fast direct solver for linear systems arising out of wide range of app


math:arxiv_122101

using wave function matching approach and employing the landauer - buttiker formula a ferromagnetic


math:arxiv_122121

the ben geloun - rivasseau quantum field theoretical model is the first tensor model shown to be per


math:arxiv_122130

we consider gauge theories defined in higher dimensions where the extra dimensions form a fuzzy spac


math:arxiv_122144

generalized friedmann equations governing the cosmological evolution inside a thick brane embedded i


math:arxiv_122149

in this work , we employ algebraic renormalization technique to show the renormalizability to all or


math:arxiv_122163

we prove finite generation of the cohomology ring of any finite dimensional pointed hopf algebra , h


math:arxiv_122177

we develop algorithms to compute the differential galois group @xmath0 associated to a parameterized


math:arxiv_122179

the present research work proposes a new fast fixed - point averaging algorithm on the compact stief


math:arxiv_122180

this letter reports on 3-dimensional simulations of kerr black hole magnetospheres that obey the gen


math:arxiv_122191

a nonstandard application of bivariate polynomial interpolation is discussed : the implicitization o


math:arxiv_122217

we study the long - time behavior of the 3-dimensional repulsive nonlinear hartree equation with an


math:arxiv_122232

let @xmath0 be integers with @xmath1 , and set @xmath2 and @xmath3 . because @xmath4 is quadratic in


math:arxiv_122250

we prove bilinear inequalities for differential operators in  @xmath0 .
 such type inequalities tur


math:arxiv_122259

the three gluon one particle irreducible function is investigated using lattice qcd simulations over


math:arxiv_122270

particles bound to an interface interact because they deform its shape .
 the stresses that result


math:arxiv_122286

algorithmic regularization uses a transformation of the equations of motion such that the leapfrog a


math:arxiv_122292

using detailed balance and scaling properties of integrals that appear in the coulomb gas reformulat


math:arxiv_122296

the fuzzy disc is a matrix approximation of the functions on a disc which preserves rotational symme


math:arxiv_122306

we compute the _ exact _ equation of state of circular strings in the ( 2 + 1 ) dimensional de sitte


math:arxiv_122307

we derive the dynamical mean - field theory equations for transport in an ordered charge - density -


math:arxiv_122319

neutron stars are thought to be excellent laboratories for determining the equation of state ( eos )


math:arxiv_122329

in this paper we consider the representation theory of a non - standard quantization of @xmath0 .


math:arxiv_122343

we present a solution of the coupled einstein and rank - two antisymmetric tensor field equations wh