math:arxiv_131749

we use topology of configuration spaces to give a characterization of neuwirth
 stallings pairs @xm


math:arxiv_131750

we derive and solve kinetic equations for leptogenesis within the closed time path ( ctp ) formalism


math:arxiv_131757

schubert polynomials were introduced in the context of the geometry of flag varieties .
 this paper


math:arxiv_131769

higher - order solitons , as well as simple @xmath0-soliton solutions , of the gerdjikov - ivanov eq


math:arxiv_131781

in this paper a comprehensive review is given on the current status of achievements in the geometric


math:arxiv_131812

we generalize the kohn s theorem to the case of parabolic three - dimensional quantum dots in magnet


math:arxiv_131814

we consider a non - trapping @xmath0-dimensional lorentzian manifold endowed with an end structure m


math:arxiv_131824

we identify a quantum lift of the greedy basis for rank 2 coefficient - free cluster algebras .
 ou


math:arxiv_131825

we study the first passage time ( fpt ) problem in levy type of anomalous diffusion . using
 the re


math:arxiv_131829

we discuss an amazing prey  predator model with variable coefficients , analyze its predictions and


math:arxiv_131835

a general formulation for describing odd - harmonic cosmic strings is developed and used to determin


math:arxiv_131848

in a recent paper , it has been suggested that the schrdinger s equation might be slightly modified


math:arxiv_131874

we study shatalov - sternin s proof of existence of resurgent solutions of a linear ode and discuss


math:arxiv_131877

we employ the klemm - clem transformations to map the equations of motion for the green functions of


math:arxiv_131879

we derive simple analytical formulae for the renormalization group running of neutrino masses , lept


math:arxiv_131916

the question of how network topology influences emergent synchronized oscillations in excitable medi


math:arxiv_131922

heegaard splittings and heegaard diagrams of a closed 3-manifold @xmath0 are translated into the lan


math:arxiv_131951

we study quantum invariant @xmath0 for cusped hyperbolic 3-manifold @xmath1 .
 we construct this in


math:arxiv_131963

it is well known that the strong subadditivity theorem is hold for classical system , but it is very


math:arxiv_131983

we prove a generalization of the jordan canonical form theorem for a class of bounded linear operato


math:arxiv_131994

a well - known conjecture asserts that , for any given positive real number @xmath0 and nonnegative


math:arxiv_132017

a quantum mechanical wave of a finite size moves like a classical particle and shows unique decay pr


math:arxiv_132028

the key properties of the wave propagation theory in the magntosphere of radio pulsars based on the


math:arxiv_132041

in this article we give a general approach to the following analogue of shafarevich s conjecture for


math:arxiv_132046

a polyhedral method to solve a system of polynomial equations exploits its sparse structure via the


math:arxiv_132071

this article addresses the weak convergence of numerical methods for brownian dynamics .
 typical a


math:arxiv_132100

we prove a neighbourhood theorem for arbitrary knots in contact @xmath0-manifolds . as an applicatio


math:arxiv_132109

we study the coupled surface and grain boundary motion in a bicrystal in the context of the  quarter


math:arxiv_132114

in this paper we give a survey of elliptic theory for operators associated with diffeomorphisms of s


math:arxiv_132119

migdal s theorem plays a central role in the physics of electron - phonon interactions in metals and


math:arxiv_132135

a multi - fermion interaction model is investigated in a compact spacetime with non - trivial topolo


math:arxiv_132143

we formulate scattering in one dimension due to the coupled schrdinger equation in terms of the @xma


math:arxiv_132149

in this paper , a space - time discontinuous galerkin finite element method for distributed optimal


math:arxiv_132164

we consider a model of dirac fermions coupled to flexural phonons to describe a graphene sheet fluct


math:arxiv_132191

we introduce a novel and general approach for digitalization of line segments in the plane that sati


math:arxiv_132192

a _ lie system _ is a system of first - order ordinary differential equations describing the integra


math:arxiv_132203

we formulate a generalized scattering field theory _  la _ bttiker describing particles transport in


math:arxiv_132209

we introduce simple models for associative algebras and bimodules in the context of non - symmetric


math:arxiv_132213

we identify the ring of odd symmetric functions introduced by ellis and khovanov as the space of ske


math:arxiv_132228

this paper aims to justify the use of statistical mechanics tools in situations where the system is


math:arxiv_132229

thermal unfolding of proteins is compared to folding and mechanical stretching in a simple topology


math:arxiv_132248

quantum transport in disordered systems is studied using a polaron - based master equation .
 the p


math:arxiv_132251

the geographical pattern of human dialects is a result of history . here , we formulate a simple spa


math:arxiv_132256

we study the one - dimensional nonlinear schrdinger equation with the cubic - quintic combination of


math:arxiv_132274

a study of sophie germain s extensive manuscripts on fermat s last theorem calls for a reassessment


math:arxiv_132281

the double integral representing the entropy @xmath0 of spanning trees on a large triangular lattice


math:arxiv_132289

in the original work by burnett the pressure tensor and the heat current contain two time derivates


math:arxiv_132290

the article starts with generalizations of some classical results and new truncation error upper bou


math:arxiv_132308

we show that the algorithm based on the weighted essentially nonoscillatory ( weno ) scheme with ant


math:arxiv_132314

we give a quantum field theory interpretation of kontsevich s deformation quantization formula for p


math:arxiv_132316

* abstract : * observing how long a dynamical system takes to return to some state is one of the mos


math:arxiv_132370

let two heegaard splittings @xmath0 and @xmath1 of a @xmath2-manifold @xmath3 be given .
 we consid


math:arxiv_132376

in this paper we give an explicit construction of a symplectic lefschetz fibration whose total space


math:arxiv_132398

we consider partial sum rules for the homogeneous limit of the solution of the @xmath0-deformed kniz


math:arxiv_132403

a numerical solution scheme for the einstein field equations based on generalized harmonic coordinat


math:arxiv_132407

the invariant measure of a one - dimensional allen - cahn equation with an additive space - time whi


math:arxiv_132411

we present a systematic and realistic simulation for single and double phosphorous donors in a silic


math:arxiv_132420

in this work , we apply the factorization technique to the benjamin - bona - mahony like equations i


math:arxiv_132437

motivated by recent experiments in optics and atomic physics , we derive an averaged nonlinear parti


math:arxiv_132443

we study the impact of a hadron - quark phase transition on the maximum neutron - star mass .
 the


math:arxiv_132493

ir and mm - wave emission from herbig ae / be stars has produced conflicting conclusions regarding t


math:arxiv_132523

the four  quark system @xmath0 is studied in the framework of the constituent quark model . using di


math:arxiv_132533

we introduce a graphical calculus for computing morphism spaces between the categorified spin networ


math:arxiv_132535

levy - perdew - sahni ( lps ) provided a proof of the connection between the density and ionization


math:arxiv_132557

in this paper , we study a class of quasilinear schrdinger equation of the form @xmath0 where @xmath


math:arxiv_132566

we describe a general method for verifying inequalities between real - valued expressions , especial


math:arxiv_132569

numerical relativity is finally approaching a state where the evolution of rather general ( 3 + 1)-d


math:arxiv_132573

this paper develops the theoretical framework and the equations of a new robust generalized maximum


math:arxiv_132599

we formulate elasticity theory with microrotations using the framework of gauge theories , which has


math:arxiv_132654

we formulate a model for the steady state response of a nonlinear quantum oscillator structure , suc


math:arxiv_132656

linearizing the heisenberg equations of motion around the ground state of an interacting quantum man


math:arxiv_132666

recently , iancu and triantafyllopoulos have proposed a hierarchy of evolution equations in qcd at h


math:arxiv_132698

we study the strang splitting scheme for quasilinear schrdinger equations .
 we establish the conve


math:arxiv_132701

we propose and study discontinuous galerkin methods for strongly degenerate convection - diffusion e


math:arxiv_132702

the quantum mechanical formula for mayer s second cluster integral for the gas of relativistic parti


math:arxiv_132703

algorithms for binary classification based on adaptive tree partitioning are formulated and analyzed


math:arxiv_132711

a method to estimate the reliability of a perturbative expansion of the stochastic inflationary lang


math:arxiv_132727

using spectral invariants of dirac operators we construct a secondary version of the witten genus ,


math:arxiv_132728

the covariant descripion is constructed for the wick - type symbols on symplectic manifolds by means


math:arxiv_132732

we study the kinetics of phase transitions in a rayleigh - benard system after onset of convection u


math:arxiv_132733

we consider a finite element approximation for a system consisting of the evolution of a closed plan


math:arxiv_132739

the kinetics of nonequilibrium bose - einstein condensates are considered within the framework of th


math:arxiv_132742

binary particle coagulation can be modelled as the repeated random process of the combination of two


math:arxiv_132755

we demonstrate the role of the mass asymmetry in the energy of vanishing flow by studying asymmetric


math:arxiv_132772

the exact solution to the einstein equations that represents a static axially symmetric source defor


math:arxiv_132799

we summarize several new developments in the nuclear equation of state for supernova simulations and


math:arxiv_132802

it is widely believed that the pole mass of a quark is infrared - finite and gauge - independent to


math:arxiv_132809

the realistic equation of state of strongly interacting matter , that has been successfully applied


math:arxiv_132814

the hole - state random phase approximation ( hrpa ) and the particle - state random phase approxima


math:arxiv_132816

this paper is a study of `` topological '' lower bounds for the chromatic number of a graph .
 such


math:arxiv_132886

this article proposes a new approach for the design of low - dimensional suboptimal controllers to o


math:arxiv_132888

this survey article is intended as an introduction to the recent categorical classification theorems


math:arxiv_132891

here we show how an anisotropic fluid in the diffusion limit can be equivalent to an isotropic fluid


math:arxiv_132926

the kondo problem is studied using the unitary lie algebra of spin - singlet fermion bilinears . in


math:arxiv_132937

in these lecture notes we discuss recently conjectured instability of anti - de sitter space , resul


math:arxiv_132951

the relation between the monopole transition strength and existence of cluster structure in the exci


math:arxiv_132956

in this paper , we use entangled states to construct @xmath0-matrix representations of temperley - l


math:arxiv_132980

we present a new class of exact nonsingular solutions for the maxwell equations in vacuum , which de


math:arxiv_132988

we analyse an aloha - type random multiple - access protocol where users have local interactions .


math:arxiv_132993

the classical boundary - value problem of the einstein field equations is studied with an arbitrary


math:arxiv_132998

the cyclotomic trace of bkstedt - hsiang - madsen , the subject of bkstedt s lecture at the congress


math:arxiv_133002

hatayama et al . conjectured fermionic formulas associated with tensor products of @xmath0-crystals


math:arxiv_133033

the main result of this paper is a formula for calculating the seiberg - witten invariants of 4-mani


math:arxiv_133047

using the framework of the covariant spectator theory ( cst ) @xcite we are developing a covariant m


math:arxiv_133050

for every finitely generated abelian group @xmath0 , we construct an irreducible open @xmath1-manifo


math:arxiv_133076

in 1971 trotter ( or bogart and trotter ) conjectured that every finite poset on at least @xmath0 po


math:arxiv_133086

we consider a family of multi - phase stefan problems for a certain 1-d model of cell - to - cell ad


math:arxiv_133101

we study different dimensional fluids inspired by noncommutative geometry which admit conformal kill


math:arxiv_133106

pseudogap physics in strongly correlated systems is essentially scale dependent .
 we generalize th


math:arxiv_133120

we present a method utilizing the continuity equation for the condensate density to make predictions


math:arxiv_133170

the first two sections of this work review the framework of @xcite for approximate solutions of the


math:arxiv_133178

mirkovi and vilonen discovered a canonical basis of algebraic cycles for the intersection homology o


math:arxiv_133179

we associate with any simplicial complex @xmath0 and any integer @xmath1 a system of linear equation


math:arxiv_133198

the set of all @xmath0-tuples of compatible full conditional distributions on discrete random variab


math:arxiv_133201

we construct a calculus structure on the lie conformal algebra cochain complex . by restricting to d


math:arxiv_133210

a novel method for a direct measurement of the exclusive @xmath0 branching ratios is here described


math:arxiv_133213

let @xmath0 be a finite dimensional simple lie algebra . denote by @xmath1 the category of all bound


math:arxiv_133226

we consider an ensemble of quantum systems whose average evolution is described by a density matrix


math:arxiv_133230

we determine an explicit presentation by generators and relations of the cohomology algebra @xmath0


math:arxiv_133239

we have developed a new computer code , ram , to solve the conservative equations of special relativ


math:arxiv_133275

strongly anisotropic critical systems are considered in a @xmath0-dimensional film geometry .
 such


math:arxiv_133280

equations of state for strange quark matter in beta equilibrium at high densities are used to invest


math:arxiv_133290

a simple transformation converts a solution of a partial differential equation with a dirichlet boun


math:arxiv_133303

due to poinsot s theorem , the motion of a rigid body about a fixed point is represented as rolling


math:arxiv_133312

we construct combined electric and magnetic field variables which independently represent energy flo


math:arxiv_133316

application of integral equation theory to complex fluids is reviewed , with particular emphasis to


math:arxiv_133318

this paper is a contribution to the problem of particle localization in non - relativistic quantum m


math:arxiv_133327

two - dimensional magnetohydrodynamic simulations are performed using the zeus-2d code to investigat


math:arxiv_133330

we study exact stationary properties of the one - dimensional kardar - parisi - zhang ( kpz ) equati


math:arxiv_133343

we prove almost sharp upper bounds for the @xmath0 norms of eigenfunctions of the full ring of invar


math:arxiv_133364

we derive the exact general form of the equation of state , in the fugacity format , for the two - d


math:arxiv_133382

we investigate , from a spacetime perspective , some aspects of horowitz s recent conjecture that bl


math:arxiv_133389

assuming that the actual values of @xmath0 at fnal and of @xmath1/@xmath2 at lep are within their cu


math:arxiv_133413

the problem of matchmaking in electronic social networks is formulated as an optimization problem .


math:arxiv_133422

using a cylindrical soliton solution to the four - dimensional vacuum einstein equation , we study n


math:arxiv_133424

this paper introduces even triangulations of @xmath0dimensional pseudo - manifolds and links their c


math:arxiv_133439

consider the heat kernel @xmath0 on the universal cover @xmath1 of a closed riemannian manifold of n


math:arxiv_133440

we present a lattice boltzmann solution of the equations of motion describing the spreading of dropl


math:arxiv_133446

deleting a hyperplane from a polar space associated with a symplectic polarity we get a specific , s


math:arxiv_133454

using the inversion relation method , we calculate the ground state energy for the lattice integrabl


math:arxiv_133459

we study travelling kinks in the spatial discretizations of the nonlinear klein  gordon equation , w


math:arxiv_133474

we consider the mixing behaviour of the solutions of the continuity equation associated with a diver


math:arxiv_133477

we discuss the noncommutative generalizations of polynomial algebras which after appropriate complet


math:arxiv_133480

this paper considerers the problem of computing the value of a solution of the heat equation at a gi


math:arxiv_133486

the open quantum system formulation of the nuclear shell model , the so - called gamow shell model (


math:arxiv_133502

we describe a few properties of the non semi - simple associative algebra @xmath0 , where @xmath1 is


math:arxiv_133512

we study conformal actions of connected nilpotent lie groups on compact pseudo - riemannian manifold


math:arxiv_133517

the second h. weyl curvature invariant of a riemannian manifold , denoted @xmath0 , is the second cu


math:arxiv_133521

we give a self  contained exposition of the combinatorial solution of quantum mechanical systems of


math:arxiv_133523

we investigate the exact solution of the honeycomb model proposed by kitaev and derive an explicit f


math:arxiv_133530

inverse problems lend themselves naturally to a bayesian formulation , in which the quantity of inte


math:arxiv_133541

we study the phase structure of the abelian higgs model in three dimensions based on perturbation th


math:arxiv_133566

we propose a simple , general , and accurate formula for analyzing the tunneling between classical c


math:arxiv_133584

in this work , a second - order approximation of the fractional substantial derivative is presented


math:arxiv_133590

we study the benjamin - ono hierarchy with positive initial data of a general type , in the limit wh


math:arxiv_133592

we review progress on the generalized witten conjecture and some of its major ingredients .
 this c


math:arxiv_133594

we examined the effect of an imaginary part of the ladder approximation schwinger - dyson equation .


math:arxiv_133595

forman introduced discrete morse theory as a tool for studying cw complexes by collapsing them onto


math:arxiv_133600

the capacitance of an arbitrarily shaped object is calculated with the same second - kind integral e


math:arxiv_133603

a detailed description of topology of integrable billiard systems is given .
 for elliptical billia


math:arxiv_133608

in this paper the numerical approximation of solutions of liouville - master equations for time - de


math:arxiv_133615

we present a new , short proof of the increased regularity obtained by solutions to uniformly parabo


math:arxiv_133636

plasmon modes of a two - dimensional lattice of long conducting circular wires are investigated by u


math:arxiv_133638

the complete electroweak radiative @xmath0 corrections to the drell - yan process at large invariant


math:arxiv_133678

the motion of a neutral atom endowed with a magnetic moment interacting with the magnetic field is d


math:arxiv_133684

we study agents on a network playing an iterated prisoner s dilemma against their neighbors .
 the


math:arxiv_133686

we present calculations of the correlation energies of crystalline solids and isolated systems withi


math:arxiv_133691

the conventional fluid description of multi - component plasma , supplemented by an appropriate equa


math:arxiv_133693

in this paper we develop two conforming finite element methods for a fourth order bi - wave equation


math:arxiv_133705

two - body dirac equations of constraint dynamics provide a covariant framework to investigate the p


math:arxiv_133712

we consider finite - dimensional complex lie algebras admitting a periodic derivation , i.e. , a non


math:arxiv_133713

in this note , we present some connections between schiffer s conjecture , interior transmission eig


math:arxiv_133725

the yang - baxter equation is an important tool in theoretical physics , with many applications in d


math:arxiv_133780

existence and bifurcation results are derived for quasi periodic traveling waves of discrete nonline


math:arxiv_133790

in this article we find the cosmological solutions of the massive conformal gravity field equations


math:arxiv_133822

we apply orlov s equivalence to derive formulas for the betti numbers of maximal cohen - macaulay mo


math:arxiv_133823

in this work we study the solutions of the equation  @xmath0 with nonzero complex  @xmath1 , integer


math:arxiv_133833

we derive traditional thermodynamic bethe ansatz ( tba ) equations for the @xmath0 uimin - sutherlan


math:arxiv_133857

the indefinite sign of the hamiltonian constraint means that solutions to einstein s equations must


math:arxiv_133867

we give an explicit solution describing internal waves with a still water surface , modelling the de


math:arxiv_133874

we present adaptive finite element simulations of dendritic and eutectic solidification in binary an


math:arxiv_133879

a variational solution of the coupled electron - phonon boltzmann equations is used to calculate the


math:arxiv_133893

we experiment with several new modifications to the baumgarte - shapiro - shibata - nakamura ( bssn


math:arxiv_133908

we have examined a topology of 21 public transport networks in poland .
 our data exhibit several u


math:arxiv_133914

the purpose of this article is to compute the normal form of a class of general quadratic hamiltonia


math:arxiv_133916

we apply the bogoliubov compensation principle to qcd .
 the non - trivial solution of compensation


math:arxiv_133930

the systematic approach to study bound states in quantum chromodynamics is presented .
 the method


math:arxiv_133935

necessary conditions for various algebraic types of the weyl tensor are determined .
 these conditi


math:arxiv_133943

we analyze the diffusion process associated to equations of wright - fisher type in one spatial dime


math:arxiv_133953

in the framework of renormalization - group improved cosmologies , we analyze both theoretically and


math:arxiv_133962

constructivity , in this context , refers to a theory of geometry whose axioms and language are clos


math:arxiv_133967

experimental results on the formation of molecular hydrogen on amorphous silicate surfaces are prese


math:arxiv_133975

a theory of allocation maps has been developed by j. f. feinstein and m. j. heath in order to prove


math:arxiv_133981

recent applications of single - scale four - loop tadpoles are briefly reviewed .
 an algorithm for


math:arxiv_133996

we construct a new class of vacuum black hole solutions whose geometry is deformed and twisted by th


math:arxiv_134011

we consider here a recently proposed geometrical criterion for local instability based on the geodes


math:arxiv_134029

the degeneracy and spatial support of pseudo - landau levels ( plls ) in strained honeycomb lattices


math:arxiv_134031

the magnetization detection and switching of an ultrasmall stoner nanograin in a non - local spin va


math:arxiv_134035

one can formulate the classical kepler problem on the heisenberg group , the simplest sub - riemanni


math:arxiv_134038

we prove a theorem which bounds heegaard genus from below under special kinds of toroidal amalgamati


math:arxiv_134042

we discuss 3-manifolds which are cyclic coverings of the 3-sphere , branched over 2-bridge knots and


math:arxiv_134052

we review some of the geometry of the quantum projective plane with emphasis on the construction of


math:arxiv_134057

we study the escape of cosmic - ray ( cr ) protons accelerated at a supernova remnant ( snr ) by num


math:arxiv_134086

recently a purportedly novel solution of the vacuum einstein field equations was discovered : it sup


math:arxiv_134089

@xmath0 chern - simons theory is quantized canonically on manifolds of the form @xmath1 , where @xma


math:arxiv_134096

we consider a new fundamental question regarding the point - to - point memoryless channel .
 the s


math:arxiv_134098

the noisy burgers equation in one spatial dimension is analyzed by means of the martin - siggia - ro


math:arxiv_134112

we present a detailed study of the geometry , structure and energetics of carbon nanotube caps .
 w


math:arxiv_134134

the general principles needed to compute the effect of a stationary gravitational field on the quasi


math:arxiv_134136

we present an alternative proof of the alexander
 hirschowitz s theorem in dimension @xmath0 using


math:arxiv_134143

we obtain an approximate solution @xmath0 of kepler s equation @xmath1 for any @xmath2 and @xmath3 $


math:arxiv_134144

we show that the solutions of the wheeler - dewitt equation in a homogeneous and isotropic universe


math:arxiv_134161

in this work , we perform the mathematical analysis of a coupled system of two reaction - diffusion


math:arxiv_134169

we develop a theory for fluctuations and correlations in a gas evolving under ballistic annihilation


math:arxiv_134172

we develop a geometric framework to study the structure and function of complex networks .
 we assu


math:arxiv_134178

the article considers the successful implementation of relativistic equation - of - motion coupled c


math:arxiv_134245

in this paper we construct a new kind of solutions , in particular the space - time - periodic solut


math:arxiv_134247

the diffeomorphism symmetry of general relativity leads in the canonical formulation to constraints


math:arxiv_134275

a simplified frequency integrated radiative transfer equation is solved to study compton scatterings


math:arxiv_134285

the geodesic equation in the five - dimensional singly rotating black ring is non - integrable unlik


math:arxiv_134295

we study the chiral phase transition of qcd at finite temperature and density by numerically solving


math:arxiv_134337

we consider the graded space @xmath0 of syzygies for the coordinate algebra @xmath1 of projective va


math:arxiv_134398

in this paper we use kuperberg s @xmath0-webs and khovanov s @xmath0-foams to define a new algebra @


math:arxiv_134409

private quantum channels are the quantum analogue of the classical one - time pad .
 conditional ex


math:arxiv_134421

we study the polarization characteristics of x - ray photons scattered by hydrogenic atoms , based o


math:arxiv_134424

in this paper we study the local behavior of an algebraic curve under a geometric construction which


math:arxiv_134430

we develop a theory of local asymptotic normality in the quantum domain based on a novel quantum ana


math:arxiv_134442

we give an analysis of a continuation algorithm for the numerical solution of the force - based quas


math:arxiv_134448

we solve the faddeev equations for the two meson - one baryon system @xmath0 and coupled channels us


math:arxiv_134455

we formulate a quantum formalism for the statistical mechanical models of discretized field theories


math:arxiv_134462

we describe an implementation for computing holomorphic and skew - holomorphic jacobi forms of integ


math:arxiv_134473

this note contributes to the point calculus of persistent homology by extending alexander duality to


math:arxiv_134475

from recent cmb and large scale structure observations the value of the equation of state of dark en


math:arxiv_134480

the theorem like pontryagin s maximum principle for multiple integrals is proved . unlike the usual


math:arxiv_134503

the purpose of this paper is to show that wormholes in noncommutative geometry can be macroscopic ,


math:arxiv_134506

using painlev analysis , the hirota multi - linear method and a direct ansatz technique , we study a


math:arxiv_134520

we describe the geometry of the @xmath0 invariant half - bps m - theory configurations considered in


math:arxiv_134526

we perform a fully relativistic calculation of the @xmath0 reaction in the impulse approximation emp


math:arxiv_134531

the particle dynamics and shear forces of granular matter in a couette geometry are determined exper


math:arxiv_134549

in this paper we give the complete classification of solitons for a cubic nls equation on the simple


math:arxiv_134556

this article is based on  @xcite and  @xcite , where an approach based on taylor expansion and the s


math:arxiv_134557

we discuss a spacetime having the topology of @xmath0 but with a different smoothness structure .


math:arxiv_134567

using the continuous limit approximation in the dynamical system we study a nonlinear partial differ


math:arxiv_134570

in this paper we find new solutions for the so called einstein - chern - simons friedmann - robertso


math:arxiv_134573

the long time behavior of an initial step resulting in a dispersive shock wave ( dsw ) for the one -


math:arxiv_134589

quantum analogues of the transient and steady - state fluctuation theorems are investigated for a ha


math:arxiv_134620

the polyakov linear - sigma model ( plsm ) and hadron resonance gas ( hrg ) model are considered to


math:arxiv_134623

we develop a semiclassical theory of the nondegenerate parametric amplification in a single miniband


math:arxiv_134624

within the overlap framework , i derive the main formulae one finds today in papers touting a `` new


math:arxiv_134640

in this expository paper we discuss a project regarding the string topology of a manifold , that was


math:arxiv_134643

this paper proves a bottom - left placement theorem for the rectangle packing problem , stating that


math:arxiv_134644

in the present work , we introduce a new @xmath0-symmetric variant of the klein - gordon field theor


math:arxiv_134667

the dressing method based on @xmath0 matrix @xmath1-problem is extended to study the long - short wa


math:arxiv_134677

we study the near - flat space limit for strings on @xmath0 , where the internal manifold @xmath1 is


math:arxiv_134683

half - metallic ferromagnetic full - heusler alloys containing co and mn , having the formula co@xma


math:arxiv_134693

the key formula for computing the orbital magnetization of a crystalline system has been recently fo


math:arxiv_134710

we study the cosmological scenario arising from the dynamics of a generalized chaplygin gas .
 the


math:arxiv_134725

let @xmath0 be a smooth flow on a smooth manifold @xmath1 and @xmath2 be the group of diffeomorphism


math:arxiv_134740

we show that the renormalized quantum invariants of links and graphs in the 3-sphere , derived from


math:arxiv_134741

this paper is motivated by a gauged schrdinger equation in dimension 2 including the so - called che


math:arxiv_134751

the wilson fermion determinant can be written as product of the determinants of two hermitian positi


math:arxiv_134752

we study flavor structure and the coupling selection rule in intersecting d - brane configurations .


math:arxiv_134772

it is shown that a bessel - like behaviour of the structure function @xmath0 at small @xmath1 , obta


math:arxiv_134785

we study the local zeta functions of an algebraic group @xmath0 defined over @xmath1 together with a


math:arxiv_134800

we present a new collocated numerical scheme for the approximation of the navier - stokes and energy


math:arxiv_134835

a system of renewal equations on a graph provides a framework to describe the exploitation of a biol


math:arxiv_134876

the bogomolov conjecture for a curve claims finiteness of algebraic points on the curve which are sm


math:arxiv_134899

aberration and radiation pressure reflected by a moving mirror are examples of the klein , one - way


math:arxiv_134921

integer programs defined by two equations with two free integer variables and nonnegative continuous


math:arxiv_134937

counterfactual definiteness must be used as at least one of the postulates or axioms that are necess


math:arxiv_134941

brownian motion ; entropic transport ; fick - jacobs equation biased diffusive transport of brownian


math:arxiv_134943

it is shown analytically that the dirac equation has no normalizable , time - periodic solutions in


math:arxiv_134948

the purpose of the present paper is to introduce and explore two surprises that arise when we apply


math:arxiv_134957

we study the conjecture of jarque and villadelprat stating that every center of a planar polynomial


math:arxiv_134959

this paper concerns the reconstruction of a diffusion coefficient in an elliptic equation from knowl


math:arxiv_134972

using @xmath0 field theory and monte carlo ( mc ) simulation we investigate the finite - size effect


math:arxiv_134988

for the potts model on the cayley tree , some explicit formulae of the free energies and entropies (


math:arxiv_135003

we present a simplified analysis using equations for the charge flow , which include @xmath0 capture


math:arxiv_135005

we describe all poisson brackets compatible with the natural cluster algebra structure in the open s


math:arxiv_135007

in response to criticism by @xcite , that the recently - identified canis major ( cma ) overdensity


math:arxiv_135016

the lovsz local lemma ( lll ) is a probabilistic principle which has been used in a variety of combi


math:arxiv_135017

akbulut and kirby conjectured that two knots with the same @xmath0-surgery are concordant . in this


math:arxiv_135019

we provide the representation of quasi - periodic solutions of periodic dirac equations in terms of


math:arxiv_135021

we establish bounds on the energy of a system of @xmath0 identical bosons bound by attractive pair p


math:arxiv_135022

the feynman diagram generator and the computer algebra program allow for an automatic computation of


math:arxiv_135051

we introduce a new method for solving maximum likelihood problems through variational calculus , and


math:arxiv_135055

we improve the answer to the question : _ what set of excluded middles for propositional variables i


math:arxiv_135077

we present the numerical solution of the renormalization group ( rg ) equations derived in ref .
 ,


math:arxiv_135089

we formulate the interaction between the communicating nodes and an adversary within a game - theore


math:arxiv_135107

a semi - empirical , axisymmetric model of the solar minimum corona is developed by solving the equa


math:arxiv_135122

we consider the lower central filtration of the free associative algebra @xmath0 with @xmath1 genera


math:arxiv_135129

the theorem of bell states that certain results of quantum mechanics violate inequalities that are v


math:arxiv_135158

using the falcone  takesaki theory of noncommutative integration , we construct a family of noncommu


math:arxiv_135167

we develop mean - field kinetic equations for a lattice gas model of a binary alloy with vacancies (


math:arxiv_135201

we start from any small strict monoidal braided ab - category and extend it to a monoidal nonstrict


math:arxiv_135226

we introduce _ c - algebras _ of compact riemann surfaces @xmath0 as non - commutative analogues of


math:arxiv_135229

the problem of bound states in effective field theories is studied . a rescaled version of nonrelati


math:arxiv_135233

the relativistic outflows from gamma - ray bursts are now thought to be narrowly collimated into jet


math:arxiv_135263

we derive a numerical algorithm for evaluating the riemannian logarithm on the stiefel manifold with


math:arxiv_135269

we consider the riemann manifold hamiltonian monte carlo ( rmhmc ) method for solving statistical in


math:arxiv_135301

* abstract : * the faddeev equation for three - body scattering at arbitrary energies is formulated


math:arxiv_135305

using a parameterised function for the mass loss at the base of the post - shock region , we have co


math:arxiv_135317

a general pedagogical survey of the basics of the bethe - salpeter equation and in particular wick -


math:arxiv_135327

in this short contribution we will review the quantization of @xmath0 spinning particles with comple


math:arxiv_135338

in this article a closed - form for the maximum likelihood estimate of algebraic statistical models


math:arxiv_135349

we describe an algorithm , meant to be very general , to compute a presentation of the group of unit


math:arxiv_135361

for a nonsingular real algebraic curve in the 3-dimensional projective space and sphere a new numeri


math:arxiv_135377

we give a proof of darboux s conjecture that every darboux transformation of arbitrary order of a 2d


math:arxiv_135395

we derive the trial hall resistance formula for the quantum hall metals to address both the integer


math:arxiv_135411

we consider the focusing nonlinear schrdinger equation , in the @xmath0-critical and supercritical c


math:arxiv_135431

the full configuration interaction quantum monte carlo ( fciqmc ) method has proved able to provide


math:arxiv_135433

the generalized master equation or the equivalent continuous time random walk equations can be used


math:arxiv_135448

we study the properties of one - dimensional hypergeometric integral solutions of the @xmath0-differ


math:arxiv_135458

we study the location and the size of the roots of steiner polynomials of convex bodies in the minko


math:arxiv_135478

approximate analytical solution of two dimensional problem for stationary navier - stokes , continui


math:arxiv_135509

conformation dependent circular current is investigated in a single handed helical geometry in prese


math:arxiv_135510

the method for obtaining functional equations , recently proposed by one of the authors @xcite , is


math:arxiv_135516

i construct combined electric and magnetic field variables which independently represent energy flow


math:arxiv_135528

we examine numerically vortex families near band edges of the bloch wave spectrum in the gross  pita


math:arxiv_135547

we study the cosmological evolutions of the equation of state for dark energy @xmath0 in the exponen


math:arxiv_135554

we show that an exact lagrangian cobordism @xmath0 from a legendrian submanifold @xmath1 to itself s


math:arxiv_135560

we study a dipolar boson - fermion mixture in a pancake geometry at absolute zero temperature , gene


math:arxiv_135571

a general method is proposed which allows one to estimate drift and diffusion coefficients of a stoc


math:arxiv_135573

in this work , we demonstrate the inappropriateness of the boltzmann - gibbs log - formulation of th


math:arxiv_135576

we use the joint measurement of geometry and growth from anisotropic galaxy clustering in the baryon


math:arxiv_135586

we consider the stationary hamilton - jacobi equation @xmath0 ^ 2       \nonumber\ ] ] where @xmath1


math:arxiv_135589

we analyze the spatially semidiscrete piecewise linear finite element method for a nonlocal paraboli


math:arxiv_135622

for @xmath0 odd primes , we examine @xmath1-covers of the projective line branched at one point over


math:arxiv_135644

let @xmath0 be families of entire functions , holomorphically parametrized by a complex manifold @xm


math:arxiv_135667

we study open spin chains based on rational @xmath0 and @xmath1 @xmath2-matrices .
 we classify the


math:arxiv_135671

cylindrical algebraic decomposition ( cad ) is a key tool for problems in real algebraic geometry an


math:arxiv_135672

in this paper we develop an evolution of the @xmath0 virtual elements of minimal degree for the appr


math:arxiv_135676

in this paper we extend first the bismut - lott s analytic torsion form for flat vector bundles to t


math:arxiv_135677

we study chaotic eigenfunctions in wedge - shaped and rectangular regions using a generalization of


math:arxiv_135683

we propose a method to obtain floquet states  also known as light - induced states  and their quasi


math:arxiv_135697

we investigate the problem of reheating and its effects on the evolution of the curvature perturbati


math:arxiv_135707

strong typicality and the markov lemma have been used in the proofs of several multiterminal source


math:arxiv_135710

we propose a general control framework for two - phase flows with variable densities in the diffuse


math:arxiv_135711

we improve the calculation of nozawa , itoh , and kohyama ( 1998 ) to provide a formula for relativi


math:arxiv_135718

we give a natural monomorphism from the necklace lie coalgebra , defined for any quiver , to connes


math:arxiv_135749

in 1995 , best et al . published a formula for the exact bit error probability for viterbi decoding


math:arxiv_135758

we describe some recent results on existence of quasi - periodic solutions of hamiltonian pdes on co


math:arxiv_135775

in this paper , we investigate the ( 2 + 1 ) dimensional long wave - short wave resonance interactio


math:arxiv_135781

_ popularity is attractive _  @xcite  this is the formula underlying preferential attachment  @xcite


math:arxiv_135785

we study the stability of three analytical solutions of the einstein s field equations for spheres o


math:arxiv_135793

seien @xmath0 ein imaginrquadratischer zahlkrper , @xmath1 , @xmath2 zwei rationale quaternionenalge


math:arxiv_135802

we show how the quantum trace map of bonahon and wong can be constructed in a natural way using the


math:arxiv_135814

the nematic - superconductor state is an example of a quantum liquid crystal that breaks gauge as we


math:arxiv_135817

after glvez , martnez and miln discovered a ( weierstrass - type ) holomorphic representation formul


math:arxiv_135827

we discuss the consequences of higher derivative lagrangians of the form @xmath0 , @xmath1 , @xmath2


math:arxiv_135828

we resurrect eddington s proposal for the gravitational action in the presence of a cosmological con


math:arxiv_135854

we compute the equation of the @xmath0-secant variety to the veronese variety @xmath1 , its degree i


math:arxiv_135855

this paper gives two results on the simple modules for the brauer algebra over the complex field .


math:arxiv_135875

we derive a closed equation of motion for the current density of an inhomogeneous quantum many - bod


math:arxiv_135880

a new representation for a regular solution of the perturbed bessel equation of the form @xmath0 is


math:arxiv_135886

solving the 4-d einstein equations as evolution in time requires solving equations of two types : th


math:arxiv_135896

we present new formulae for the matrix elements of one - body and two - body physical operators , wh


math:arxiv_135908

we prove that every symplectic toric orbifold is a centered reduction of a cartesian product of weig


math:arxiv_135933

formulating consistent theories describing strongly correlated metallic topological phases is an out


math:arxiv_135939

we study the structure of a shock wave for a two- , three- and four - component gas mixture on the b


math:arxiv_135943

a diagrammatic theory around atomic limit is proposed for normal state of anderson impurity model .


math:arxiv_135950

this paper applies several well - known tricks from the numerical treatment of deterministic differe


math:arxiv_135955

we present and analyze a finite volume scheme of arbitrary order for elliptic equations in the one -


math:arxiv_135957

firstly , the markovian stochastic schrdinger equations are presented , together with their connecti


math:arxiv_135962

we consider the generic problem of suddenly changing the geometry of an integrable , one - dimension


math:arxiv_135964

let @xmath0 be a poisson algebra and @xmath1 its quasi - poisson enveloping algebra . in this paper


math:arxiv_135997

the concept of @xmath0-difference operator for functions of partitions is introduced to prove a gene


math:arxiv_136014

we introduce a complete analytical and numerical study of the modulational instability process in a


math:arxiv_136015

we study the stability of vortex - lines in trapped dilute gases subject to rotation .
 we solve nu


math:arxiv_136018

in @xcite , connected analytic 1-dimensional submanifolds with boundary have been classified w.r.t .


math:arxiv_136033

dialectica categories are a very versatile categorical model of linear logic .
 these have been use


math:arxiv_136061

we present a symmetry classification of the linearised navier - stokes equations for a two - dimensi


math:arxiv_136064

simulations of the coevolution of many interacting species are performed using the webworld model .


math:arxiv_136065

generalized geometry provides the framework for a systematic approach to non - symmetric metric grav


math:arxiv_136075

we present a new approach to formulating open superstring field theory based on the covering of the


math:arxiv_136086

in the study of open quantum systems , one typically obtains the decoherence dynamics by solving a m


math:arxiv_136091

we compare the wmap temperature power spectrum and snia data to models with a generalized chaplygin


math:arxiv_136092

a class of cw - complexes , called self - similar complexes , is introduced , together with c@xmath0


math:arxiv_136109

we will show that the bilinear cup products with local coefficients of closed 3-manifolds recovers s


math:arxiv_136112

a cosmological description of the universe is proposed in the context of hamiltonian formulation of


math:arxiv_136113

an important question with a rich history is the extent to which the symplectic category is larger t


math:arxiv_136114

a solution for the mathematical problem of functional calculus with laplace - beltrami operator on s


math:arxiv_136127

the cardassian universe is a proposed modification to the friedmann equation in which the universe i


math:arxiv_136134

brauer tree algebras are important and fundamental blocks in the modular representation theory of gr


math:arxiv_136183

we derive a quantum master equation which describes the dynamics of the ensemble - averaged state of


math:arxiv_136203

we show that the classical and strongly coupled qgp ( cqgp ) is characterized by a multiple of struc


math:arxiv_136205

lattice boltzmann simulations have been very successful in simulating liquid - gas and other multi -


math:arxiv_136224

combining conservation of energy throughout nearly - spherical collapse of galaxy clusters with the


math:arxiv_136228

most quantum states have wavefunctions that are widely spread over the accessible hilbert space and


math:arxiv_136238

we introduce an algebraic formula producing infinitely many exact solutions of the constant astigmat


math:arxiv_136248

we present evidence in support of a conjecture that a bipartite graph with at least five vertices in


math:arxiv_136266

quantum decay rates for barrier potentials driven by external stochastic and periodic forces in the


math:arxiv_136279

we present some results on the radiative signatures of the one zone hadronic model . for this
 we h


math:arxiv_136287

we consider an equation modeling the evolution of a viscous liquid thin film wetting a horizontal so


math:arxiv_136293

the probability content of a convex polyhedron with a multivariate normal distribution can be regard


math:arxiv_136313

several authors have recently explored the idea that physical constants such as @xmath0 and @xmath1


math:arxiv_136324

given a riemannian surface , we consider a naturally embedded graph which captures part of the topol


math:arxiv_136337

we construct exact stationary solutions to the one - dimensional coupled gross - pitaevskii equation


math:arxiv_136344

we investigate the critical behavior of pion superfluidity in the frame of functional renormalizatio


math:arxiv_136355

we study the geodesics on an invariant surface of a three dimensional riemannian manifold .
 the ma


math:arxiv_136364

the rare decay @xmath0 can occur only via penguin annihilation topology in the standard model .
 we


math:arxiv_136376

the influence of the coulomb distortion for quasi - elastic ( e , e ) scattering on highly charged n


math:arxiv_136383

we prove that in a continuous @xmath0-stable theory every type - definable group is definable .
 th


math:arxiv_136388

we show how capacitance can be calculated simply and efficiently for electrodes cut in a 2-dimension


math:arxiv_136436

edge polytopes is a class of interesting polytope with rich algebraic and combinatorial properties ,


math:arxiv_136448

we calculate the equation of state of nuclear matter for arbitrary isospin - asymmetry up to three l


math:arxiv_136461

the evolution of qcd coupling constant at finite temperature is considered by making use of the fini


math:arxiv_136472

an exact solution of the vacuum einstein field equations over a nonsimply - connected manifold is pr


math:arxiv_136500

bead - rod - spring models are the foundation of the kinetic theory of polymer solutions .
 we deri


math:arxiv_136542

this work presents a multiple scattering formulation of two dimensional acoustic metamaterials .
 i


math:arxiv_136549

we investigate the dynamics of a nonequilibrium interface between coexisting phases in a system desc


math:arxiv_136550

we consider a quantum analogue of black holes and white holes using bose - einstein condensates .


math:arxiv_136568

we present new rectification theorems of degenerate quasi - conformal structures that give a meaning


math:arxiv_136580

we say that a graph @xmath0 has a perfect @xmath1-packing if there exists a set of vertex - disjoint


math:arxiv_136588

we provide the first perfect sampling algorithm for a generalized jackson network of fifo queues und


math:arxiv_136614

in this paper , a novel class of exponential fourier collocation methods ( efcms ) is presented for


math:arxiv_136615

in this paper we abandon the idea that even a `` quantum '' black hole , of planck size , can still


math:arxiv_136627

the equipartition theorem states that in equilibrium thermal energy is equally distributed among unc


math:arxiv_136642

we first review asymptotic twistor theory with its real subspace of null asymptotic twistors .
 thi


math:arxiv_136660

we show that we can also apply the hirota method to some non - integrable equations . for this purpo


math:arxiv_136661

we obtain various versions of classical lieb  thirring bounds for one- and multi - dimensional compl


math:arxiv_136663

we study the relation of an embedded lagrangian cobordism between two closed , orientable legendrian


math:arxiv_136664

we conjecture the factorized scattering description for @xmath0 supersphere sigma models and @xmath1


math:arxiv_136667

we use a systematic method which allows us to identify a class of exact solutions of the flierl - pe


math:arxiv_136668

we prove the existence conjecture for combinatorial designs , answering a question of steiner from 1


math:arxiv_136677

we survey commutative and non - commutative analogs of uniform algebras in the archimedean settings


math:arxiv_136719

an averaging method for getting uniformly valid asymptotic approximations of the solution of hyperbo


math:arxiv_136736

a recently developed algebraic approach for constructing coherent states for solvable potentials is


math:arxiv_136738

the one - dimensional dirac equation with a rational potential is reducible to an ordinary different


math:arxiv_136739

legendrian contact homology ( lch ) and its associated differential graded algebra are powerful non


math:arxiv_136749

by the @xmath0-algebraic method , we investigate the magnetization profile in the intermediate time


math:arxiv_136759

analytical and numerical solutions are obtained for the equation of radiative transfer in ultra - re


math:arxiv_136765

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


math:arxiv_136780

the design and development of a parallel plate shear cell for the study of large scale shear flows i


math:arxiv_136793

in the present paper we continue the project of systematic construction of invariant differential op


math:arxiv_136807

we compute the hausdorff dimension of sets of very well approximable vectors on rational quadrics .


math:arxiv_136808

we study the gap (=  projection norm " =  graph distance " ) topology of the space of all ( not nece


math:arxiv_136810

the initial shear field plays a central role in the formation of large - scale structures , and in s


math:arxiv_136811

we formulate general conditions necessary for a linear - response detector to reach the quantum limi


math:arxiv_136822

we introduce and analyze a phenomenological model for anti - angiogenic therapy in the treatment of


math:arxiv_136823

we prove finite - time singularity formation for de gregorio s model of the three - dimensional vort


math:arxiv_136825

we present a new `` integral @xmath0 series '' type identity of multiple zeta values , and show that


math:arxiv_136845

this article discusses the recent transcendental techniques used in the proofs of the following thre


math:arxiv_136857

we give a fully explicit description of lie algebra derivatives ( generalizing raising and lowering


math:arxiv_136859

in this paper we study geometric versions of burnside s problem and the von neumann conjecture .
 t


math:arxiv_136869

let @xmath0 be a connected , compact 6-dimensional symplectic manifold equipped with a semi - free h


math:arxiv_136900

from a formal perspective tropical geometry can be viewed as a branch of geometry manipulating with


math:arxiv_136917

the cahn  hilliard equation describes phase separation in binary liquids . here
 we study this equa


math:arxiv_136923

the modified chaplygin gas ( mcg ) model belongs to the class of a unified models of dark energy ( d


math:arxiv_136938

a microscopic derivation of the master equation for the jaynes - cummings model with cavity losses i


math:arxiv_136940

we present in this paper a general approach to study the ricci flow on homogeneous manifolds .
 our


math:arxiv_136947

new relations involving curvature components for the various connections appearing in the theory of


math:arxiv_136949

a comparative study of the homotopy analysis method and an improved renormalization group method is


math:arxiv_136955

the classical matrix - tree theorem relates the determinant of the combinatorial laplacian on a grap


math:arxiv_136959

the effect of the electric field on the creation of spin 1/2 particles from vacuum in the ( 1 + 1 )


math:arxiv_136962

using the largest cosmological reionization simulation to - date ( @xmath024 billion particles ) , w


math:arxiv_136965

we prove the existence of a countable family of globally regular solutions of spherically symmetric


math:arxiv_136971

in this paper , the exponential b - spline galerkin  method is set up for getting the numerical solu


math:arxiv_137004

given a matroid @xmath0 one can define its orlik - solomon algebra @xmath1 and the bergman fan @xmat


math:arxiv_137008

the conditions that can lead to the exploitative depletion of a shared resource , i.e , the tragedy


math:arxiv_137041

we give combinatorial formulas for the laurent expansion of any cluster variable in any cluster alge


math:arxiv_137046

we present a derivation of the time evolution equations for the energy content of nonhelical magneti


math:arxiv_137060

_ abstraction - carrying code _ ( acc ) has recently been proposed as a framework for proof - carryi


math:arxiv_137074

we prove the doran  harder
 thompson conjecture in the case of elliptic curves by using ideas from


math:arxiv_137082

modern functional - logic programming languages like toy or curry feature non - strict non - determi


math:arxiv_137085

the boltzmann equation for @xmath0-dimensional inelastic maxwell models is considered to analyze tra


math:arxiv_137088

in this paper , we show how to reduce the penrose conjecture to the known riemannian penrose inequal


math:arxiv_137106

the temporal evolution of the magnetization vector of a single - domain magnetostrictive nanomagnet


math:arxiv_137127

based on the @xmath0-deformed oscillator algebra , we study the behavior of the mean occupation numb


math:arxiv_137135

we investigate observational constraints on the curvature of the universe not restricting ourselves


math:arxiv_137145

the faddeev equation for three - body scattering below the three - body breakup threshold is directl


math:arxiv_137149

this paper concerns the dehn surgery construction , especially those dehn surgeries leaving the mani


math:arxiv_137155

the dynamics of networks of interacting systems depends intricately on the interaction topology .


math:arxiv_137157

this review discusses progress in efficient solvers which have as their foundation a representation


math:arxiv_137160

within a multi - channel formulation of @xmath0 scattering , we investigate the use of the finite -


math:arxiv_137165

if @xmath0 is a smooth solution of the navier  stokes equations on @xmath1 with first blowup time @x


math:arxiv_137171

coherent state theory is shown to reproduce three categories of representations of the spectrum gene


math:arxiv_137176

the acceleration theorem for bloch electrons in a homogenous external field is usually presented usi


math:arxiv_137181

in the context of representation theory of finite dimensional algebras , string algebras have been e


math:arxiv_137183

in this paper we use the fourier transform method and the expansion formula for the polylogarithm fu


math:arxiv_137227

measurements of cmb anisotropy are ideal experiments for discovering the non - trivial global topolo


math:arxiv_137251

we investigate the possibility to extract the symmetry energy from multifragmentation data .
 the a


math:arxiv_137262

we prove the existence and uniqueness of a traveling front and of its speed for the homogeneous heat


math:arxiv_137294

we give a simple explicit formula for turnover reduction when a large number of alphas are traded on


math:arxiv_137296

the algebraic dichotomy conjecture states that the constraint satisfaction problem over a fixed temp


math:arxiv_137305

we study the asymptotic behaviour of sharp front solutions arising from the nonlinear diffusion equa


math:arxiv_137317

we develop a general regulated volume expansion for the volume of a manifold with boundary whose mea


math:arxiv_137327

we give a complete description of exceptional surgeries on pretzel knots of type @xmath0 with @xmath


math:arxiv_137331

we examine friedmann  robertson  walker models in three spacetime dimensions .
 the matter content


math:arxiv_137358

the leray-@xmath0 model reduces the range of active scales of the navier - stokes equations by smoot


math:arxiv_137359

the physics of sunspots is a fascinating and demanding field of research in solar astronomy .
 inte


math:arxiv_137372

in this article , an @xmath0-approach to the primitive equations is developed .
 in particular , it


math:arxiv_137397

a transgression form is proposed as lagrangian for a gauge field theory .
 the construction is firs


math:arxiv_137400

a dual description of 3-dimensional topological seiberg - witten theory in terms of the alexander in


math:arxiv_137443

we consider the self - similar solutions associated with the critical behavior observed in the gravi


math:arxiv_137460

the standard grad - shafranov equation for axisymmetric toroidal plasma equilibrium is customary exp


math:arxiv_137467

we study the equilibrium points of a system of equations corresponding to a bass based model that de


math:arxiv_137470

reaction - diffusion equations with suitable boundary conditions have special propagating solutions


math:arxiv_137481

three - body decays of resonant states are studied using integral formulae for decay widths .
 theo


math:arxiv_137483

gauge theory is a theory with constraints and , for that reason , the space of physical states is no


math:arxiv_137487

we introduce a so - called _ quasi - integrable _ extension to the two - dimensional toda lattice eq


math:arxiv_137518

an equation - by - equation ( ebe ) method is proposed to solve a system of nonlinear equations aris


math:arxiv_137583

the probablity current for a quantum spinless relativistic particle is introduced based on the hamil


math:arxiv_137593

we investigate the temperature dependence of the coefficients in the landau - lifshitz - gilbert equ


math:arxiv_137604

purcell s scallop theorem defines the type of motions of a solid body - reciprocal motions - which c


math:arxiv_137608

the theory of complex hyperbolic discrete groups is still in its childhood but promises to grow into


math:arxiv_137616

we obtain improved regularity of homeomorphic solutions of the reduced beltrami equation , as compar


math:arxiv_137620

the moving sofa problem , posed by l.  moser in 1966 , asks for the planar shape of maximal area tha


math:arxiv_137631

the exist active shields , planned for the main detectors of the coded aperture telescope , will hav


math:arxiv_137633

a knot complement admits a pseudo - hyperbolic structure by solving thurston s gluing equations for


math:arxiv_137635

we study the dynamical equation of the time - ordered green s function at finite temperature .
 we


math:arxiv_137698

it was conjectured recently that statiscally preserved structures underlie the statistical physics o


math:arxiv_137722

we extend the definition of the colored jones polynomials to framed links and trivalent graphs in @x


math:arxiv_137736

we have independently measured the genus topology of the temperature fluctuations in the cosmic micr


math:arxiv_137737

using a parabolic equation , we consider ray propagation in a waveguide with the sound speed profile


math:arxiv_137750

starting from the kinetic equations for the fluctuations and correlations of a dilute gas of inelast


math:arxiv_137756

a new method for solving the time - dependent two - center dirac equation is developed .
 the time


math:arxiv_137757

we study polynomial identities of finite dimensional simple color lie superalgebras over an algebrai


math:arxiv_137770

a class of nonlocal nonlinear wave equation arises from the modeling of a one dimensional motion in


math:arxiv_137796

we formulate conditions for convergence of laws of large numbers and show its links with of parts ma


math:arxiv_137804

some theorems on derivatives of the coulomb density functional with respect to the coupling constant


math:arxiv_137824

in this paper we prove asymptotic normality of the total length of external branches in kingman s co


math:arxiv_137827

we present time - dependent , numerical simulations of the magneto - centrifugal model for jet forma


math:arxiv_137846

we formulate a real - space renormalization group ( rg ) approach for efficient numerical analysis o


math:arxiv_137871

the category @xmath0 of classes and functions is proved to have a number of properties suitable for


math:arxiv_137881

non - abelian discrete family symmetries play a pivotal role in the formulation of models with tri -


math:arxiv_137896

we present a 3d dynamical model of the orbital induced curvature of the wind - wind collision region


math:arxiv_137902

let @xmath0 be an orientable , irreducible @xmath1-manifold and @xmath2 a weakly reducible , unstabi


math:arxiv_137905

classical h.  minkowski theorems on existence and uniqueness of convex polyhedra with prescribed dir


math:arxiv_137912

when the electron density is a linear function of distance , it is known that the msw equations for


math:arxiv_137920

the qcd evolution equations in modified leading log approximation for the factorial moments of the m


math:arxiv_137921

an algebraic multigrid method is proposed to solve eigenvalue problems based on the combination of t


math:arxiv_137927

in a companion paper  ( hereafter referred to as paper  i ) , we have presented an attempt to derive


math:arxiv_137939

the effective crystal field in multi - orbital correlated materials can be either enhanced or reduce


math:arxiv_137946

applying the time - dependent ginzburg - landau equations , transitions between metastable states of


math:arxiv_137953

we extend the semiclassical study of the neumann model down to the deep quantum regime . a detailed


math:arxiv_137957

the capillary instability of liquid crystalline ( lc ) jets is considered in the framework of linear


math:arxiv_137964

in modeling solute transport with mobile - immobile mass transfer ( mimt ) , it is common to use an


math:arxiv_137974

suppose a link @xmath0 in a @xmath1-manifold @xmath2 is in bridge position with respect to two diffe


math:arxiv_137980

we use dirac s constraint dynamics to obtain a hamiltonian formulation of the relativistic @xmath0-b


math:arxiv_138006

we discuss the elliptic flow dependence on pseudorapidity and number of participating nucleons in th


math:arxiv_138010

the equation of state and the critical behavior around the critical end point are studied in the con


math:arxiv_138025

we analyse the experiment by hultgren _
 et al . _ [ phys .
 rev .
 a * 87 * , 031404 ( 2013 ) ]


math:arxiv_138033

a new master equation to mimic the dynamics of a collection of interacting random walkers in an _ op


math:arxiv_138048

we derive the phase space density of bosons from a general boson interferometry formula .
 we find


math:arxiv_138050

the clustering properties of jack polynomials are relevant in the theoretical study of the fractiona


math:arxiv_138051

the nonlinear schrdinger equation @xmath0 , @xmath1 , arises from a hamiltonian on infinite - dimens


math:arxiv_138060

in this paper we have studied the flow and heat transfer in a viscous fluid by a horizontal sheet .


math:arxiv_138061

_ we prove some fundamental properties of mu - differentiable functions . a new notion of local mini


math:arxiv_138070

hydrodynamic equations for ideal incompressible fluid are written in terms of generalized stream fun


math:arxiv_138074

the existence and continuity for the caldern projector of the perturbed odd signature operator on a


math:arxiv_138096

in the present paper we extend the `` torus gauge fixing '' approach by blau and thompson , which wa


math:arxiv_138105

the solutions of vacuum einstein s field equations , for the class of riemannian metrics admitting a


math:arxiv_138165

we present factorization theorems for two exclusive heavy - quarkonium production processes : produc


math:arxiv_138166

we investigate under which conditions we can expect to observe quantum brownian motion in a microsco


math:arxiv_138169

we investigate the wave propagation on a compact @xmath0-manifold of constant positive curvature wit


math:arxiv_138175

much of the nontrivial dynamics of the one dimensional complex ginzburg - landau equation ( cgle ) i


math:arxiv_138199

methods for the computation of invariants and symmetries of nonlinear evolution , wave , and lattice


math:arxiv_138206

limit theorems for the time average of some observation functions in an infinite measure dynamical s


math:arxiv_138208

nearly all the evolution equations of physics are time - reversible , in the sense that a movie of t


math:arxiv_138214

the schrdinger equation for an electron in a mesoscopic ring , in the presence of the rashba and lin


math:arxiv_138218

dinamical friction problem is a long - standing dilemma about globular clusters(hereafter , gcs ) be


math:arxiv_138247

dynamics of a particle is formulated from classical principles that are amended by the uncertainty p


math:arxiv_138250

while feedback control has many applications in quantum systems , finding optimal control protocols


math:arxiv_138307

we discuss a scheme based on ehrenfest like equations to exhibit and classify transitions between tw


math:arxiv_138311

we derive the differential equation , which is satisfied by the iter scalings for the dynamic energy


math:arxiv_138322

we derive an equation for the current of particles in energy space ; particles are subject to a mean


math:arxiv_138332

the bifurcation structure of the langford equation is studied numerically in detail .
 periodic , d


math:arxiv_138338

we show that voronoi conjecture on parallelohedra is true for a new class of polytopes .
 namely we


math:arxiv_138350

we investigate deterministic diffusion in periodic billiard models , in terms of the convergence of


math:arxiv_138352

using the balitsky  kovchegov ( bk ) equation as an explicit example , we show that nonlinear qcd ev


math:arxiv_138370

a closure system with the anti - exchange axiom is called a convex geometry .
 one geometry is call


math:arxiv_138380

the @xmath0 system is investigated with a coupled channel approach based on solving the faddeev equa


math:arxiv_138395

in this paper , we study the probability that a dense network confined within a given geometry is fu


math:arxiv_138397

the grothendieck group of the tower of symmetric group algebras has a self - dual graded hopf algebr


math:arxiv_138403

in this article , we introduce a new method to model stochastic gene expression . the protein concen


math:arxiv_138406

we carry out a systematic construction of the coarse - grained dynamical equation of motion for the


math:arxiv_138416

the erds - ko - rado theorem tells us how large an intersecting family of @xmath0-sets from an @xmat


math:arxiv_138435

two manifolds with genus @xmath0 are given .
 in one the geodesic motion is apparently integrable .


math:arxiv_138477

a fermion realization of the compact symplectic @xmath0 algebra provides a natural framework for stu


math:arxiv_138479

the schrdinger equation in phase space is used to calculate the wigner function for the helium atom


math:arxiv_138498

time operators ; quantum canonical pairs ; pauli s theorem we prove explicitly that to every discret


math:arxiv_138507

projective cotangent bundles of complex manifolds are the local models of complex contact manifolds


math:arxiv_138511

anomalous transport of a particle subjected to non - ohmic damping of the power @xmath0 in a tilted


math:arxiv_138527

we compute the @xmath0-localized cohomology of the motivic steenrod algebra over @xmath1 .
 this se


math:arxiv_138533

alternative approach for description of the non - equilibrium phenomena arising in solids at a sever


math:arxiv_138540

this is an introduction to : ( 1 ) the enumerative geometry of rational curves in equivariant symple


math:arxiv_138543

for each commutative , graded algebra with finite dimension in each degree , we construct a graded c


math:arxiv_138561

given two maps @xmath0 and @xmath1 from the sphere @xmath2 to an @xmath3-manifold @xmath4 , when are


math:arxiv_138574

we present a detailed study of the gap symmetry and the quasiparticle wave function topology in two


math:arxiv_138590

we present a parametric finite element approximation of two - phase flow .
 this free boundary prob


math:arxiv_138600

we solved the mode - coupling equations for the kob - andersen binary mixture using the structure fa


math:arxiv_138608

leggett formulated an inequality which seems to generalize the bell theorem to nonlocal hidden varia


math:arxiv_138611

we derive an upper bound for the distinguishability - based non - markovianity measure of a two - le


math:arxiv_138622

this paper presents a semi - discrete alternative to the theory of neurogeometry of vision , due to


math:arxiv_138625

an inverse scattering transform method corresponding to a riemann - hilbert problem is formulated fo


math:arxiv_138630

in this paper we study ollivier s coarse ricci - curvature for graphs , and obtain exact formulas fo


math:arxiv_138632

a review is given for cyclotron resonant interactions in space plasmas .
 after giving a simple for


math:arxiv_138635

we study quasi - newton methods from the viewpoint of information geometry induced associated with b


math:arxiv_138660

despite the fact that the schwarzschild and kerr solutions for the einstein equations , when written


math:arxiv_138668

we present in this paper a rather general method for the construction of so - called conditionally e


math:arxiv_138681

we recast the correspondence between 3-dimensional toric calabi - yau singularities and quivers with


math:arxiv_138686

we consider scalar delay differential equations @xmath0 with nonlinear @xmath1 satisfying a sort of


math:arxiv_138718

with the help of a simple rate equation model , we analyze the intrinsic dynamics of threshold cross


math:arxiv_138726

the variational heat equation is a nonlinear , parabolic equation not in divergence form that arises


math:arxiv_138760

we study quantum manipulation based on four majorana bound states in x - junction geometry .
 the p


math:arxiv_138769

let @xmath0 be a @xmath1-dimensional compact riemannian manifold . we show that the spectrum of the


math:arxiv_138806

we present here the explicit parametric solutions of second order differential equations invariant u


math:arxiv_138816

plausible interrelations between parameters of the standard model are studied .
 the empirical valu


math:arxiv_138829

exact solutions for the generalized nonlinear schrdinger ( nls ) equation with inhomogeneous complex


math:arxiv_138830

the interaction between a bloch and a nel wall in the parametrically driven nonlinear schrdinger equ


math:arxiv_138838

the floquet theorem allows to reformulate periodic time - dependent problems such as the interaction


math:arxiv_138865

we review recent progress in formulating the worldvolume theory of m2-branes using the nambu bracket


math:arxiv_138869

the _ systole _ of a compact non simply connected riemannian manifold is the smallest length of a no


math:arxiv_138891

we describe the transition of @xmath0 weakly interacting atoms into a bose - einstein condensate wit


math:arxiv_138902

a class of trigonometric integrator is proposed for the constrained ring polymer hamiltonian dynamic


math:arxiv_138903

we discuss how the loop calculus approach of [ chertkov , chernyak 06 ] , enhanced by the pseudo - c


math:arxiv_138919

study on the electronic transport of a large scale two dimensional system by the transfer matrix met


math:arxiv_138946

our splitter theorem for internally @xmath0-connected binary matroids studies pairs of the form @xma


math:arxiv_138977

the excitation of alfvnic waves in the solar spicules due to the localized alfvnic pulse is investig


math:arxiv_138984

various solutions to the discrete schwarzian kdv equation are discussed .
 we first derive the bili


math:arxiv_139010

we compute the covariance expected between the spherical harmonic coefficients @xmath0 of the cosmic


math:arxiv_139031

we formulate the exact wilsonian renormalization group for a system of interacting fermions on a lat


math:arxiv_139036

let @xmath0 be a set of inequalities between finite @xmath1-terms .
 let @xmath2 and @xmath3 denote


math:arxiv_139044

we give a detailed treatment of the back - reaction effects on the hawking spectrum in the semiclass


math:arxiv_139064

in this work we construct algebraic equation for elements of spectrum of linearized fokker - planck


math:arxiv_139065

we present two paradigms relating algebraic , topological and quantum computational statistics for t


math:arxiv_139066

every set ( finite or infinite ) of quantum vectors ( states ) satisfies generalized orthoarguesian


math:arxiv_139068

in the universality class of the one dimensional kardar - parisi - zhang surface growth , derrida an


math:arxiv_139088

the equation of state ( eos ) of dark energy @xmath0 remains elusive despite enormous experimental e


math:arxiv_139089

within the framework of the standard three neutrino scenario , we derive an exact and simple formula


math:arxiv_139116

_ clarithmetics _ are number theories based on _ computability logic_. formulas of these theories re


math:arxiv_139120

we derive a closed photo - counting formula , including noise counts and a finite quantum efficiency


math:arxiv_139123

the tremaine - weinberg equations are solved for a pattern speed that is allowed to vary with radius


math:arxiv_139147

a necessary and sufficient condition for linear stability of inviscid parallel shear flow is formula


math:arxiv_139173

the extended interacting boson model with @xmath0- , @xmath1- , @xmath2- , @xmath3- and @xmath4-boso


math:arxiv_139184

a cellular automaton in which cells represent agents playing the prisoner s dilemma ( pd ) game foll


math:arxiv_139191

we derive and interpret solutions of time - harmonic maxwell s equations with a vertical and a horiz


math:arxiv_139213

poisson sigma models represent an interesting use of poisson manifolds for the construction of a cla


math:arxiv_139220

we construct quasiequilibrium sequences of black hole - neutron star binaries in general relativity


math:arxiv_139233

we prove the euler - lagrange delta - differential equations for problems of the calculus of variati


math:arxiv_139240

we prove a @xmath0-analogue of the carter - payne theorem in the case where the differences between


math:arxiv_139251

we study the recombination of two neutrons and deuteron into neutron and @xmath0h using realistic nu


math:arxiv_139262

we study phase structure of the moduli space of a d0-brane on the orbifold @xmath0 based on stabilit


math:arxiv_139266

we discuss how a background bath of gravitons can induce decoherence of quantum systems .
 the mech


math:arxiv_139270

spectropolarimetry of broad absorption line quasars ( balqso s ) has demonstrated that the geometry


math:arxiv_139274

bell s theorem states that no local realistic explanation of quantum mechanical predictions is possi


math:arxiv_139281

effects of truncation in self - similar continuous unitary transformations ( s - cut ) are estimated


math:arxiv_139282

by using the redfield form of the master equation , we investigate the decoherence times of a double


math:arxiv_139290

a fractional quasiparticle charge is a manifestation of strong interactions in the fractional quantu


math:arxiv_139294

we study the interaction between dark energy ( de ) and dark matter ( dm ) in the scope of anisotrop


math:arxiv_139305

we discuss a new mechanism of d - term dynamical supersymmetry breaking in the context of dirac gaug


math:arxiv_139313

we study conchoids to algebraic curve from the perspective of algebraic geometry , analyzing their m


math:arxiv_139330

the josephson effects in two weakly linked bose - einstein condensates have been studied recently .


math:arxiv_139331

in this work we have solved the nonlinear glr - mq evolution equation upto next - to - leading order


math:arxiv_139343

the dirac equation is an important model in relativistic quantum mechanics . in the semi - classical


math:arxiv_139352

we obtain the solution of the unitarity equation for the elastic processes in terms of the expansion


math:arxiv_139379

in the previous paper ( li , x. z. , xi , p. , zhai , x. h. : phys .
 lett .
 b*666 * , 125 - 130


math:arxiv_139397

we develop a new numerical algorithm to model collisional cascades in debris disks . because of the


math:arxiv_139398

we study the one - dimensional wave equation with an inverse power potential that equals @xmath0 for


math:arxiv_139405

we show that operations in milnor @xmath0-theory mod @xmath1 of a field are spanned by divided power


math:arxiv_139431

this paper analyzes the error estimates of the hybridizable discontinuous galerkin ( hdg ) method fo


math:arxiv_139432

the low - energy effective dynamics of m - theory , eleven - dimensional supergravity , is taken off


math:arxiv_139439

we describe a family of rational affine surfaces @xmath0 with huge groups of automorphisms in the fo


math:arxiv_139450

the concept of separation by hyperplanes and halfspaces is fundamental for convex geometry and its t


math:arxiv_139473

in this letter we discuss a new entanglement measure .
 it is based on the hilbert - schmidt norm o


math:arxiv_139476

we announce a python class for numerical solution of schrdinger equations in one or more space dimen


math:arxiv_139486

we study time - reversal - invariant topological superconductivity in topological insulator ( ti ) t


math:arxiv_139492

the stability of a circular localized spot with respect to azimuthal perturbations is studied in in


math:arxiv_139493

loop quantum cosmology leads to a difference equation for the wave function of a universe , which in


math:arxiv_139500

the objective of this paper is to present an approximation formula for the katugampola fractional in


math:arxiv_139522

one of the key issues in cosmology is to establish the nature of dark energy , and to determine whet


math:arxiv_139562

quantum link models provide an alternative non - perturbative formulation of abelian and non - abeli


math:arxiv_139567

in this article , we propose a space - time multi - index monte carlo ( mimc ) estimator for a one -


math:arxiv_139577

let @xmath0 be a self - adjoint semiclassical pseudodifferential operator on a manifold @xmath1 such


math:arxiv_139579

the equation of state of neutron matter is affected by the presence of a magnetic field due to the i


math:arxiv_139585

the reaction - diffusion master equation ( rdme ) is a standard modelling approach for understanding


math:arxiv_139600

we study boolean functions with sparse fourier coefficients or small spectral norm , and their appli


math:arxiv_139614

type ia supernova data have recently become strong enough to enable , for the first time , constrain


math:arxiv_139618

in this paper we first investigate minimal sufficient sets of colors for @xmath0 and @xmath1 . for o


math:arxiv_139642

results of a 3d mhd simulation of a sunspot with a photospheric size of about 20  mm are presented .


math:arxiv_139646

we investigate the branching ratios and direct cp asymmetries of @xmath0 and @xmath1 decays in the p


math:arxiv_139706

in this paper we define @xmath0th order hessian structures on manifolds and study them . in particul


math:arxiv_139712

we study several antiferromagnetic formulations of the o(3 ) spin model in three dimensions by means


math:arxiv_139725

in this paper , we introduce the notion of parabolic stable pairs on calabi - yau 3-folds and invari


math:arxiv_139744

in this paper the thermal transport phenomena in mems are investigated . the thermal klein - gordon


math:arxiv_139757

we explore the equation of state ( eos ) for dark energy @xmath0 in modified gravitational theories


math:arxiv_139780

set theory , boolean algebras , measure , combinatorial characterization this is an article in mathe


math:arxiv_139796

we show that a large class of finite dimensional pointed hopf algebras is quasi - isomorphic to thei


math:arxiv_139802

in this paper we solve friedmann equations by considering a universal media as a non - perfect fluid


math:arxiv_139806

we present a new proof of the quantum cramer - rao bound for precision parameter estimation @xcite a


math:arxiv_139832

the gap equations for the surface quasiparticle propagators in a slab of three - dimensional topolog


math:arxiv_139833

we construct the equation of state ( eos ) of dense matter covering a wide range of temperature , pr


math:arxiv_139840

quantum key distribution ( qkd ) is a quantum - proof key exchange scheme which is fast approaching


math:arxiv_139848

we study motion of a phase transition ( pt ) front at a constant temperature between stable and meta


math:arxiv_139854

solar prominences are clouds of cool plasma levitating above the solar surface and insulated from th


math:arxiv_139862

several algorithmic meta - theorems on kernelization have appeared in the last years , starting with


math:arxiv_139867

using the method of c. vrs , we establish results in hyperbolic plane geometry , related to triangle


math:arxiv_139875

a _ strong edge coloring _ of a graph @xmath0 is a proper edge coloring in which each color class is


math:arxiv_139899

let @xmath0 be a graph whose vertices are complex projective structures with holonomy @xmath1 and wh


math:arxiv_139916

in this paper , we first show that the jacobian conjecture is true for non - homogeneous power linea


math:arxiv_139922

the use of operator methods of algebraic nature is shown to be a very powerful tool to deal with dif


math:arxiv_139925

we investigate wave amplification through the electron cyclotron maser mechanism . we derive a semi


math:arxiv_139956

a nonlinear scattering transform is studied for the two - dimensional schrdinger equation at zero en


math:arxiv_139958

we apply a method recently devised by one of the authors to obtain precise analytical formulas for t


math:arxiv_139972

in this paper , we present the foundations of summability calculus , which places various establishe


math:arxiv_139982

in recent lattice qcd studies , the feynman - hellmann theorem is often used to estimate separate co


math:arxiv_139994

numerical solutions of a non - fickian diffusion equation belonging to a hyperbolic type are present


math:arxiv_139996

general phenomenological theory of magnetic spin waves in ferromagnetic media is originally reformul


math:arxiv_140014

a method based on optical interferences for measuring optical nonlinearities is presented . in a pro


math:arxiv_140036

we consider incompressible flows between two transversely vibrating solid walls and construct an asy


math:arxiv_140040

advective nature of the electrostatic turbulent flux of plasma energy is studied numerically in a ne


math:arxiv_140042

effective elastic moduli for 3d solid - solid phononic crystals of arbitrary anisotropy and oblique


math:arxiv_140061

we study numerically the effect of on  site hubbard interaction @xmath0 between two electrons in the


math:arxiv_140063

we present several non - commutative extensions of the macmahon master theorem , further extending t


math:arxiv_140079

gaudin hamiltonians form families of @xmath0-dimensional abelian lie subalgebras of the holonomy lie


math:arxiv_140128

consider a gaussian stationary sequence with unit variance @xmath0 .
 assume that the central limit


math:arxiv_140129

the space - time foam formulas , quoted below in eqs and , express the minimal amount of quantum unc


math:arxiv_140143

the numerical integration of the benjamin and benjamin
 ono equations are considered .
 they are n


math:arxiv_140150

the main purpose of this paper is to unify the theory of actions of hopf algebras , weak hopf algebr


math:arxiv_140155

we give a proof to the li - yau - hamilton type inequality claimed by perelman on the fundamental so


math:arxiv_140180

we use recoupling theory to study the kauffman bracket skein module of the quaternionic manifold ove


math:arxiv_140189

we provide a quantum field theoretical derivation of the abraham - lorentz - dirac ( ald ) equation


math:arxiv_140212

we present an asymptotic form of the boussinesq equations in the limit of small pclet numbers i.e. w


math:arxiv_140213

we study sobolev - type metrics of fractional order @xmath0 on the group @xmath1 of compactly suppor


math:arxiv_140232

we formulate a momentum - shell renormalization group ( rg ) procedure that can be used in theories


math:arxiv_140240

in this short note , we present a construction of new symplectic @xmath0-manifolds with non - negati


math:arxiv_140246

it is pointed out that the 60 complex rays in four dimensions associated with a system of two qubits


math:arxiv_140256

motivated by the recent interests in spin@xmath0 massive gravitons , we study the structure of neutr


math:arxiv_140265

the central question in quantum multi - prover interactive proof systems is whether or not entanglem


math:arxiv_140285

a cavity - modified master equation is derived for a coherently driven , v - type three - level atom


math:arxiv_140297

the two - component model of high temperature superconductors in its real space version has been sol


math:arxiv_140322

starting from noncommutative quantum mechanics algebra , we investigate the variances of the deforme


math:arxiv_140331

on a riemannian almost product manifold @xmath0 we consider a linear connection preserving the almos


math:arxiv_140334

cellular automata can show well known features of quantum mechanics , such as a linear updating rule


math:arxiv_140340

using recent data for the photosphere - chromosphere region of the solar atmosphere the magnetic rec


math:arxiv_140346

we propose an axiomatic approach to the concept of an intrinsic dimension of a dataset , based on a


math:arxiv_140353

constrained quantum dynamics is used to propose a nonlinear dynamical equation for pure states of a


math:arxiv_140358

the scalar modes of the geometry induced by dimensional decoupling are investigated . in the context


math:arxiv_140361

we present , for the ising model on the cayley tree , some explicit formulae of the free energies (


math:arxiv_140365

in this paper , the continuity and strong continuity in domain - free information algebras and label


math:arxiv_140368

we study multiscale integrator numerical schemes for a class of stiff stochastic differential equati


math:arxiv_140370

an explicit formula for the mean spectral measure of a random jacobi matrix is derived .
 the matri


math:arxiv_140372

we have numerically explored the stable planetary geometry for the multiple systems involved in a 2:


math:arxiv_140388

we describe a series of experiments and computer simulations on vibrated granular media in a geometr


math:arxiv_140401

using a recent reformulation of the analysis of nuclear parity - violation ( pv ) using the framewor


math:arxiv_140404

in this article we exploit the geometric structure of statistical manifolds to compare vis - a - vis


math:arxiv_140417

we prove that fundamental groups of non - orientable 3-manifolds have a solvable conjugacy problem ,


math:arxiv_140422

we consider here the recently proposed closed form formula in terms of the meijer g - functions for


math:arxiv_140436

in this paper we describe by a number of examples how to deduce one single characterizing higher ord


math:arxiv_140454

transparent scalar and pseudoscalar potentials in the one - dimensional dirac equation play an impor


math:arxiv_140468

in this paper we propose a new numerical method for solving stochastic differential equations ( sdes


math:arxiv_140470

an interesting method of obtaining equation of state for nuclear matter , from a density dependent m


math:arxiv_140490

in this paper we derive the euler - lagrange equation of the functional @xmath0 in the class of symp


math:arxiv_140495

two constructions of contact manifolds are presented : ( i ) products of @xmath0 with manifolds admi


math:arxiv_140508

the bias - dependent resistance @xmath0 of ns - junctions is calculated using the keldysh formalism


math:arxiv_140517

in this paper we give combinatorial proofs of the classification of unoriented and oriented rational


math:arxiv_140550

in order to satisfy the symmetry between electric and magnetic fields in the source free maxwell s e


math:arxiv_140551

we show that minimal length carrier graphs are not unique , but if @xmath0 is in a large class of hy


math:arxiv_140558

we consider the class of nonlinear optimal control problems ( ocp ) with polynomial data , i.e. , th


math:arxiv_140573

it has long been conjectured that strong interactions give rise to a hagedorn spectrum and theoretic


math:arxiv_140574

we present a streamlined axiom system of special relativity in first - order logic . from this axiom


math:arxiv_140580

we present a stochastic turbulence generator based on a vorticity formulation where the generated tu


math:arxiv_140582

we present a _ fully _ flavour - covariant formalism for transport phenomena , by deriving markovian


math:arxiv_140591

we study the polarization properties of the jitter and synchrotron radiation produced by electrons i


math:arxiv_140597

we investigate the thermodynamic bethe ansatz ( tba ) equations for a system of particles which dyna


math:arxiv_140603

we define wreath products of cocommutative hopf algebras , and show that they enjoy a universal prop


math:arxiv_140607

this text gives a construction of a differential graded lie algebra in nori s category of effective


math:arxiv_140608

the schrdinger equation for quantum dot lattices with non - cubic , non - bravais lattices built up


math:arxiv_140613

we show that the baryonic oscillations expected in the galaxy power spectrum may be used as a `` sta


math:arxiv_140621

we investigate the bounds on the mass of the lightest neutralino from rare meson decays within the m


math:arxiv_140627

witten s formulation of 2 + 1 gravity is investigated on the nonorientable three - manifold @xmath0


math:arxiv_140662

inventing targeted proof search strategies for specific problem sets is a difficult task .
 state -


math:arxiv_140670

the radiation reaction for a point - like charge coupled to a massive scalar field is considered .


math:arxiv_140684

in this note we analyse the propagation of a small density perturbation in a one - dimensional compr


math:arxiv_140699

we derive a general obstruction to the existence of riemannian metrics of positive scalar curvature


math:arxiv_140703

we study the sensitivity of testing the anomalous gauge couplings @xmath0 s of the higgs boson in th


math:arxiv_140716

this paper considers the power allocation of a single - link wireless communication with joint energ


math:arxiv_140725

we formulate a mathematical model for daily activities of a cow ( eating , lying down , and standing


math:arxiv_140765

the purpose of this paper is to seek a connection between noncommutative geometry , an offshoot of s


math:arxiv_140776

magnetic flux quanta , of value @xmath0 , in long josephson junctions behave as ( quasi ) solitons .


math:arxiv_140786

we derive the second - order hydrodynamic equation for reactive multi - component systems from the r


math:arxiv_140810

the approach of metric  affine field theory is to define spacetime as a real oriented 4-manifold equ


math:arxiv_140829

in this paper a set of analytic formulae are presented with which the partial derivatives of the flu


math:arxiv_140848

we study the role of helicity in the dynamics of energy transfer in a modified version of the navier


math:arxiv_140854

a spin - flavor symmetry emerges for baryons in the large-@xmath0 limit .
 large-@xmath0 baryons fo


math:arxiv_140859

we provide here a new class of interior solutions for anisotropic stars admitting conformal motion i


math:arxiv_140864

compact stars consisting of massless quark matter and fermionic dark matter are studied by solving t


math:arxiv_140865

we construct a new relativistic viscous hydrodynamics code optimized in the milne coordinates .
 we


math:arxiv_140866

we develop a hamiltonian theory for a time dispersive and dissipative ( tdd ) inhomogeneous medium ,


math:arxiv_140893

this paper studies rescaled images , under @xmath0 , of the sample frchet means of i.i.d .
 random


math:arxiv_140914

the cartan control problem of the quantum circuits discussed from the differential geometry point of


math:arxiv_140920

we prove the coleman s conjecture on the equivalence between the massless sine - gordon model with f


math:arxiv_140933

i report on a study of finite temperature qcd by the cp - pacs collaboration toward a precise determ


math:arxiv_140944

although the exact bethe - salpeter equation is certainly the appropriate field - theoretic framewor


math:arxiv_140954

a time - dependent phenomenological model of @xmath0 , viz .
 , @xmath1 is selected to investigate


math:arxiv_140955

we carry out numerical simulations of vesicle formation based on the density functional theory for b


math:arxiv_140958

we couple a conformal scalar field in ( 2 + 1 ) dimensions to einstein - cartan gravity .
 the fiel


math:arxiv_140959

several approaches to hawking radiation on schwarzschild spacetime rely in some way or another on th


math:arxiv_140967

we present an alternative `` encapsulated '' formulation of the selective frequency damping method f


math:arxiv_140975

we give a simple unified proof for several disparate bounds on thurston
 bennequin number for legen


math:arxiv_140985

we adapt the well known `` displace , cut and reflect '' method to construct exact solutions of the


math:arxiv_141000

tap - proof long - distance quantum communication requires a deep understanding of the strong losses


math:arxiv_141007

we give explicit formulas for the adjoint twisted alexander polynomial and the nonabelian reidemeist


math:arxiv_141012

the role of symmetry of the inelastic light scattering amplitude , the superconducting energy gap ,


math:arxiv_141013

brooks theorem states that a connected graph @xmath0 of maximum degree @xmath1 has chromatic number


math:arxiv_141031

it is known that lagrangian torus fibers of the moment map of a toric fano manifold @xmath0 , equipp


math:arxiv_141043

we consider cosmological models with a scalar field with equation of state @xmath0 that contract tow


math:arxiv_141056

in this paper we partially settle our conjecture from @xcite on the roots of eigenpolynomials for de


math:arxiv_141058

we derive the bayes estimator for the parameters of a multinomial distribution under two loss functi


math:arxiv_141081

the differential equation in the external invariant @xmath0 satisfied by the master integral of the


math:arxiv_141105

in the present paper we investigate coherent bremsstrahlung of high energy electrons moving in a per


math:arxiv_141114

a lattice based method will be presented for numerical investigations of ricci flow .
 the method w


math:arxiv_141136

we give a new proof of a theorem by le gall & paulin , showing that scaling limits of random planar


math:arxiv_141151

using an identity , directly derived from the young - laplace equation , the problem of the equilibr


math:arxiv_141157

we derive a fluctuation theorem for generalized work distributions , related to bijective mappings o


math:arxiv_141161

the existence of a solution to the two dimensional incompressible euler equations in singular domain


math:arxiv_141169

we obtain the exact solution of the schrdinger equation for a particle ( galaxy ) moving in a newton


math:arxiv_141172

in this paper we present a simple proof of the strong converse for identification via discrete memor


math:arxiv_141203

these notes provide an introduction and a survey on recent results about the long - time behaviour o


math:arxiv_141207

we describe , by matrix factorizations , all the rank two maximal cohen  macaulay modules over singu