math:arxiv_186022

we present results from a monte carlo simulation of the nambu  jona - lasinio model , with continuou


math:arxiv_186031

the standard way to model the cosmic ray solar modulations is via the parker equation , that is as t


math:arxiv_186032

we report on the hopf algebraic description of renormalization theory of quantum electrodynamics .


math:arxiv_186041

the coleman  mandula ( cm ) theorem states that the poincar and internal symmetries of a minkowski s


math:arxiv_186044

we study the percolation phase transition in hierarchical scale - free nets . depending on the metho


math:arxiv_186047

it is known that the limiting behavior of the contact process strongly depends upon the geometry of


math:arxiv_186051

we study a robin boundary problem for degenerate parabolic equation .
 we suggest a notion of entro


math:arxiv_186058

geodesic equations of timelike and null charged particles in the ernst metric are studied .
 we con


math:arxiv_186069

this article is devoted to the study of jack connection coefficients , a generalization of the conne


math:arxiv_186076

starting from the linear flow of homogeneous fluid , five modes are defined as eigenvectors of the b


math:arxiv_186084

the dirac equation is solved for triangular and hexagonal graphene quantum dots for different bounda


math:arxiv_186087

infinite - dimensional linear conic formulations are described for nonlinear optimal control problem


math:arxiv_186102

a matrix algebra is constructed which consists of the necessary degrees of freedom for a finite appr


math:arxiv_186108

to describe external and internal attributes of fundamental fermions , a theory of multi - spinor fi


math:arxiv_186112

the schrdinger equation for a particle moving in a square well potential with bendaniel - duke bound


math:arxiv_186132

we show that for certain hyperbolic manifolds all boundary slopes are slopes of immersed surfaces ,


math:arxiv_186141

using an adaptation of qin jiushao s method from the 13th century , it is possible to prove that a s


math:arxiv_186159

we prove a coherence theorem for invertible objects in a symmetric monoidal category .
 this is use


math:arxiv_186169

we prove a fractional noether s theorem for fractional lagrangian systems invariant under a symmetry


math:arxiv_186188

we propose a conjectural stronger version of bogomolov - gieseker inequality for stable sheaves on q


math:arxiv_186196

in this paper , we study degenerate parabolic system , which is strongly coupled .
 we prove genera


math:arxiv_186201

in this paper we answer a simple question : can a misaligned circumbinary planet induce kozai - lido


math:arxiv_186203

we show that every negative definite configuration of symplectic surfaces in a symplectic @xmath0man


math:arxiv_186212

we present an exact solution of the equations for orbit determination of a two body system in a hype


math:arxiv_186223

a universal coefficient theorem in the setting of kirchberg s ideal - related @xmath0-theory was obt


math:arxiv_186226

we refine and extend an earlier mdl denoising criterion for wavelet - based denoising .
 we start b


math:arxiv_186229

by employing a recently constructed hyperon - nucleon potential the equation of state of @xmath0-equ


math:arxiv_186230

in this note , we study energy estimates for einstein vacuum equations in order to prove the formati


math:arxiv_186234

this document describes our freely distributed maple library spectra , for semidefinite programming


math:arxiv_186235

we give a characterization of conformal classes realizing a compact manifold s yamabe invariant .


math:arxiv_186246

in this paper , we consider how to express an iwahori  whittaker function through demazure character


math:arxiv_186252

guided by molecular dynamics simulations , we generalize the navier - stokes - fourier constitutive


math:arxiv_186253

we aim at deriving an equation of motion for specific sums of momentum mode occupation numbers from


math:arxiv_186254

the lie algebra of feynman graphs gives rise to two natural representations , acting as derivations


math:arxiv_186258

the normalization condition for the relativistic three nucleon bethe - salpeter and gross bound stat


math:arxiv_186270

the einstein field equations for several cosmological models reduce to polynomial systems of ordinar


math:arxiv_186272

in this paper we discuss candidate superconformal @xmath0 gauge theories that realize the ads / cft


math:arxiv_186273

the efficiency of the variational perturbation theory [ phys .
 rev .
 c * 62 * , 045503 ( 2000 )


math:arxiv_186276

we present a new hybrid smoothed particle hydrodynamics ( sph)/@xmath0-body method for modelling the


math:arxiv_186281

in this paper , we give a more direct proof of the results by clair and mokhtari - sharghi @xcite on


math:arxiv_186285

we provide a simple formula that accurately approximates the first crossing distribution of barriers


math:arxiv_186289

we study the numerical resolution of the time - dependent gross - pitaevskii equation , a non - line


math:arxiv_186299

approximate analytical formula for density distribution in differentially rotating stars is derived


math:arxiv_186301

deformations of minimal surfaces lying in constant time slices in static space - times are studied .


math:arxiv_186317

we discussed exact solutions of the schrdinger equation for a two - dimensional parabolic confinemen


math:arxiv_186321

we present new version of previously published fortran and c programs for solving the gross - pitaev


math:arxiv_186328

a stochastic maximum principle is proved for optimal controls of semilinear stochastic evolution equ


math:arxiv_186330

the manin conjecture is established for chtelet surfaces over @xmath0 arising as minimal proper smoo


math:arxiv_186339

kerr - schild ( ks ) geometry of the rotating black - holes and spinning particles is based on the a


math:arxiv_186352

trapped bose atoms cooled down to temperatures below the bose - einstein condensation temperature ar


math:arxiv_186359

a thermodynamically consistent particle - based model for fluid dynamics with continuous velocities


math:arxiv_186374

in the context of markov evolution , we present two original approaches to obtain generalized fluctu


math:arxiv_186376

we derive the higher dimensional generalization of penrose  tod equation describing past horizon in


math:arxiv_186402

we apply the proper orthogonal decomposition ( pod ) to the nonlinear schrdinger ( nls ) equation to


math:arxiv_186421

exact stationary axially symmetric solutions of the 4-dimensional einstein equations with co - rotat


math:arxiv_186430

we show that a hyperbolic @xmath0-manifold can be the cyclic branched cover of at most fifteen knots


math:arxiv_186451

we present a detailed derivation of the renormalization group equations for two dimensional electrom


math:arxiv_186460

we derive the renormalized schwinger - dyson equations for the one- and two - point functions in the


math:arxiv_186467

in this paper , we study the structure of the singular set for a @xmath0 smooth surface in the @xmat


math:arxiv_186474

new numerical methods have been applied in relativity to obtain a numerical evolution of einstein eq


math:arxiv_186475

the heavy ion probability for continuum @xmath0 pair production has been calculated to all orders in


math:arxiv_186478

this is a concise introduction to fomin - zelevinsky s cluster algebras and their links with the rep


math:arxiv_186482

schroedinger equation on a hilbert space @xmath0 , represents a linear hamiltonian dynamical system


math:arxiv_186483

recently oliver and soundararajan made conjectures based on computational enumerations about the fre


math:arxiv_186495

three subjects are considered here : the relativistic hydrodynamics equations for a boost - invarian


math:arxiv_186505

the use of orthonormal wavelet basis functions for solving singular integral scattering equations is


math:arxiv_186514

after a succinct review of the mond paradigm  with its phenomenology , and its various underlying th


math:arxiv_186532

we propose a new empirical formula for the anomalous hall effect in heavy electron materials based o


math:arxiv_186540

we consider a class of nonlinear partial - differential equations , including the spatially homogene


math:arxiv_186544

we show that one - sided alexandrov embedded constant mean curvature cylinders of finite type in the


math:arxiv_186559

we study a scalar integro - differential conservation law .
 the equation was first derived in @xci


math:arxiv_186563

we study interactions between the dark solitons of the parametrically driven nonlinear schrdinger eq


math:arxiv_186572

we derive solutions to the schwinger - dyson equations on the closed - time - path for a scalar fiel


math:arxiv_186589

\(1 ) for any integers @xmath0 and @xmath1 , there is a closed 3-manifold @xmath2 which admits a dis


math:arxiv_186612

we show that any exceptional non - trivial dehn surgery on a hyperbolic two - bridge knot , yields a


math:arxiv_186615

we establish a criterion for when an abelian extension of infinite - dimensional lie algebras @xmath


math:arxiv_186624

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


math:arxiv_186625

we present a procedure to construct @xmath0-hom - nambu - lie algebras from @xmath1-hom - nambu - li


math:arxiv_186637

telegraph equation describing the compression of electromagnetic waves in a waveguide ( resonator )


math:arxiv_186661

proper lattices for the discrete bkp and the discrete dkp equaitons are determined .
 linear bcklun


math:arxiv_186671

we present a heisenberg operator based formulation of coherent quantum feedback and pyragas control


math:arxiv_186674

we obtain the most general matrix criterion for stability and instability of _ multi - component sol


math:arxiv_186675

the folding rates of two - state proteins have been found to correlate with simple measures of nativ


math:arxiv_186715

it is shown that every complete @xmath0-vertex simple topological graph has at @xmath1 pairwise disj


math:arxiv_186729

in this work , we analytically study the schrdinger equation for the ( non - pure ) dipolar ion pote


math:arxiv_186733

in this article we introduce a framization of the hecke algebra of type @xmath0 . for this framizati


math:arxiv_186738

we extend the formalism of hopf cyclic cohomology to the context of braided categories . for a hopf


math:arxiv_186739

a class of meson decay modes sensitive to only one quark topology at leading @xmath0 order ( annihil


math:arxiv_186751

we prove three conjectures of fraenkel and ho regarding two classes of variants of wythoff s game .


math:arxiv_186752

kinetic helicity is one of the invariants of the euler equations that is associated with the topolog


math:arxiv_186757

the exact ground state of four electrons in an arbitrary large two leg hubbard ladder is deduced fro


math:arxiv_186761

a transition state for a hamiltonian system is a closed , invariant , oriented , codimension-2 subma


math:arxiv_186792

in this paper we study anisotropic spherical polytropes within the framework of general relativity .


math:arxiv_186795

in this paper we introduce probability - preserving convolution algebras on cones of positive semide


math:arxiv_186797

we consider the solution @xmath0 to a stochastic heat equation . for fixed  @xmath1 , the process @x


math:arxiv_186805

a theorem of donsker asserts that the empirical process converges in distribution to the brownian br


math:arxiv_186835

least squares approximation is a technique to find an approximate solution to a system of linear equ


math:arxiv_186845

recent observations of neutron star masses close to the maximum predicted by nucleonic equations of


math:arxiv_186860

many students meet quite early this dipole - dipole potential energy when they are taught electrosta


math:arxiv_186893

we study the power - law tails in the evolution of massless fields around a fixed background geometr


math:arxiv_186896

symbolic equations are one of the many representations used in physics .
 understanding these repre


math:arxiv_186901

the manin - mumford conjecture in characteristic zero was first proved by raynaud .
 later , hrusho


math:arxiv_186907

conventionally while we talk about geometry associated with a simple harmonic oscillator(hereafter d


math:arxiv_186909

a major open question in convex algebraic geometry is whether all hyperbolicity cones are spectrahed


math:arxiv_186911

if @xmath0 is a tridiagonal matrix , then the equations @xmath1 and @xmath2 defining the inverse @xm


math:arxiv_186917

formulae for the energies of degenerate non - relativistic and ultra - relativistic fermi gases play


math:arxiv_186934

we use axioms of abstract ternary relations to define the notion of a _
 free amalgamation theory_.


math:arxiv_186942

this paper describes the overlay protocol chord using the formalism of abstract state machines .
 t


math:arxiv_186947

we study the asymptotic limit of the cahn - hilliard equation on an evolving surface with prescribed


math:arxiv_186958

we present new results on the size of obdd representations of structurally characterized classes of


math:arxiv_186984

we study the transition towards effective payoffs in the prisoner s dilemma game on scale - free net


math:arxiv_186992

the spectrum of a massless bulk scalar field @xmath0 , with a possible interaction term of the form


math:arxiv_186997

in this paper we give detailed construction of @xmath0-equivariant kuranishi chart of moduli spaces


math:arxiv_187013

we calculate the linear response thermopower @xmath0 of a quantum point contact using the landauer f


math:arxiv_187032

we describe here some new results concerning the lorentzian barrett - crane model , a well - known s


math:arxiv_187064

a spacetime discontinuous petrov galerkin ( dpg ) method for the linear time - dependent schrdinger


math:arxiv_187073

the fitzhugh - nagumo equation has been investigated with a wide array of different methods in the l


math:arxiv_187074

in this paper we compute the corrections to the black body force due to spacetime geometry and topol


math:arxiv_187078

in an earlier work [ s. a. cheong and c. l. henley , cond - mat/0206196 ( 2002 ) ] , we derived an e


math:arxiv_187082

a new method is proposed to numerically integrate a dynamical system on a manifold such that the tra


math:arxiv_187084

the mass gap equation for spontaneous chiral symmetry breaking is studied directly in minkowsky spac


math:arxiv_187094

the pion - nucleon scattering is investigated by using several three - dimensional reduction schemes


math:arxiv_187096

the 4pi effective action provides a a hierarchy of integral equations which have the form of bethe -


math:arxiv_187098

combining direct computations with invariance arguments , taylor s constitutive equation for an emul


math:arxiv_187121

after a historical introduction to poisson s equation for newtonian gravity , its analog for static


math:arxiv_187134

we study the mathematical character of the angular moment equations of radiative transfer in spheric


math:arxiv_187135

the spin - boson model , describing a two - level system coupled to a bath of harmonic oscillators ,


math:arxiv_187155

we study the role played by multiply - connectedness in the time evolution of the energy @xmath0 of


math:arxiv_187156

we study spherical quadrilaterals whose angles are odd multiples of @xmath0 , and the equivalent acc


math:arxiv_187161

we present a unified theoretical study of the bright solitons governed by self - focusing and defocu


math:arxiv_187168

in this paper we derive nonlinear evolution equations associated with a class of non - convex energy


math:arxiv_187176

this monograph was developed to support a series of lectures at the institute of mathematics at the


math:arxiv_187199

this talks examines the effect of angular ordering on the small-@xmath0 evolution of the unintegrate


math:arxiv_187208

the casimir force between macroscopic bodies depends strongly on their shape and orientation . to st


math:arxiv_187220

we give a geometric proof of the evaluation of the integral @xmath0 which is normally done using a r


math:arxiv_187222

velocity relaxation of an elastic sphere immersed in a viscous incompressible fluid is studied on th


math:arxiv_187261

we show that sheet closures appear as associated varieties of affine vertex algebras .
 we also pro


math:arxiv_187266

in this paper we provide a simple proof of the fact that for a system of two spin-@xmath0 particles


math:arxiv_187272

we analyze the semiclassical limit of spectral theory on manifolds whose metrics have jump - like di


math:arxiv_187281

the liouville property of a complete riemannian manifold @xmath0 ( i.e. , the question whether there


math:arxiv_187287

we study bifurcations in a spatially extended nonlinear system representing population dynamics with


math:arxiv_187288

we formulate three famous , descriptive essays of c.n .
 parkinson on bureaucratic inefficiency in


math:arxiv_187297

we obtain necessary and sufficient conditions for equivalence of law for linear stochastic evolution


math:arxiv_187308

we use unpublished and published vlbi results to investigate the geometry and the statistical proper


math:arxiv_187318

in this paper , based on the previous work [ b. shi , z. guo , lattice boltzmann model for nonlinear


math:arxiv_187319

transport coefficients can be obtained from 2-point correlators using the kubo formulae .
 it has b


math:arxiv_187356

spatially resolved studies of star forming regions show that the assumption of spherical geometry is


math:arxiv_187398

motivated by problems of uncertainty propagation and robust estimation we are interested in computin


math:arxiv_187399

we present an application of the linear scaling frozen density embedding ( fde ) formulation of subs


math:arxiv_187405

the @xmath0-dimensional fomin - kirillov algebra @xmath1 is defined as the quadratic algebra with ge


math:arxiv_187413

the scattering of two hadronic objects at high energy is similar to a reaction - diffusion process d


math:arxiv_187426

relativistic dissipative hydrodynamic equations are extended by taking into account particle number


math:arxiv_187442

we present some explicit constructions of universal @xmath0-trees with applications to the asymptoti


math:arxiv_187462

the florides solution , proposed as an alternative to the interior schwarzschild solution , represen


math:arxiv_187480

a new exact renormalization group equation for the effective average action of euclidean quantum gra


math:arxiv_187483

from the hamilton - jacobi - bellman equation for the value function we derive a non - linear partia


math:arxiv_187491

we establish a simple relation between curvatures of the group of volume - preserving diffeomorphism


math:arxiv_187497

we consider stationary matter - wave gap solitons realized in bose
 einstein condensates loaded in


math:arxiv_187500

employing a time - dependent mean - field - hydrodynamic model we study the generation of black soli


math:arxiv_187517

the gap equation for fermions in a version of thermal @xmath0 in three dimensions is studied numeric


math:arxiv_187526

a stochastic representation for the solutions of the poisson - vlasov equation is obtained .
 the r


math:arxiv_187535

we present an unexpected application of tropical convexity to the determination of invariants for li


math:arxiv_187546

the purpose of this paper is to give an explicit formula for the number of non - isomorphic cluster


math:arxiv_187550

as shown by h. gluck in 1962 , the diffeotopy group of @xmath0 is isomorphic to @xmath1 . here
 an


math:arxiv_187557

it has been proven that the lozenge tilings of a quartered hexagon on the triangular lattice are enu


math:arxiv_187564

we study complex 4-manifolds with holomorphic self - dual conformal structures , and we obtain an in


math:arxiv_187567

in this article , we consider inverse problems of determining a source term and a coefficient of a f


math:arxiv_187571

we present a bijective proof of the hook - length formula for shifted standard tableaux of a fixed s


math:arxiv_187575

there are similarities between algebraic lie theory and a geometric description of the blocks of the


math:arxiv_187581

introducing a new vertex function , @xmath0 , of an energy variable @xmath1 , we derive a new equati


math:arxiv_187625

solution for a stationary spherically symmetric accretion of the relativistic perfect fluid with an


math:arxiv_187627

we investigate the dynamics of entanglement given by the concurrence of a two - qubit system in the


math:arxiv_187636

a new approach to approximate the kinetic - energy - functional dependent component ( @xmath0(\vec{r


math:arxiv_187642

in this paper we propose and analyze a method based on the riccati transformation for solving the ev


math:arxiv_187644

cooperative effects of periodic force and noise in globally coupled systems are studied using a nonl


math:arxiv_187646

in this paper , we generalize the construction method of schemes to other algebraic categories , and


math:arxiv_187653

we employ a time - dependent mean - field - hydrodynamic model to study the generation of bright sol


math:arxiv_187655

we study the existence of stable axially and spherically symmetric plasma structures on the basis of


math:arxiv_187672

this work presents an implementation of the _ resistive mhd _ equations for a generic algebraic ohm


math:arxiv_187685

in this paper we study the ( equivariant ) topological types of a class of 3-dimensional closed mani


math:arxiv_187688

we present a new , short , self - contained proof of localization properties of multi - dimensional


math:arxiv_187690

we show that the bernstein - hoeffding method can be employed to a larger class of generalized momen


math:arxiv_187703

the selection of basic variables in current - density functional theory and formal properties of the


math:arxiv_187707

we study the dispersive properties of the wave equation associated with the shifted laplace  beltram


math:arxiv_187709

an improved formulation of the `` smoothed profile '' method is introduced to perform direct numeric


math:arxiv_187726

we study the formation of protein - protein encounter complexes with a langevin equation approach th


math:arxiv_187729

we present determinant expressions for vector rogue wave solutions of the manakov system , a two - c


math:arxiv_187735

choose @xmath0 random , independent points in @xmath1 according to a fixed distribution .
 the conv


math:arxiv_187784

the o(@xmath0 ) spin model in two dimensions may equivalently be formulated as a loop model , and th


math:arxiv_187786

we derive a formula for the halo / galaxy bispectrum on the basis of the integrated perturbation the


math:arxiv_187793

the pattern speeds of ngc 3031 , ngc 2366 , and ddo 154 are measured using a solution of the tremain


math:arxiv_187794

the hurwitz problem of composition of quadratic forms , or of `` sum of squares identity '' is tackl


math:arxiv_187813

we show that a stationary solution of the einstein  maxwell equations which is close to a non - dege


math:arxiv_187816

when solving linear stochastic differential equations numerically , usually a high order spatial dis


math:arxiv_187842

this paper is concerned with variational methods for nonlinear open quantum systems with markovian d


math:arxiv_187850

starting from the dipole representation of small-@xmath0 evolution we implement the running of the c


math:arxiv_187858

the fisher - rao metric from information geometry is related to phase transition phenomena in classi


math:arxiv_187872

in this paper , we study the initial boundary value problem for nonlinear schrdinger equations on th


math:arxiv_187873

some solutions of the maxwell equations with dirac particles for the source in frw spacetime are dis


math:arxiv_187876

in this paper we introduce a new way of displacing lagrangian fibers in toric symplectic manifolds ,


math:arxiv_187884

the aim of this paper is to provide new results and insights for a screw dislocation in functionally


math:arxiv_187889

we update cosmological bound on axion model . the contribution from the anharmonic effect and the ne


math:arxiv_187893

in this paper we prove some vanishing theorems for the twisted dolbeault cohomology of the complete


math:arxiv_187915

0.75 cm the controversial problem of the evolution of an isolated system with an internal adiabatic


math:arxiv_187922

we apply the low - energy theorems to analyze the recent lattice qcd results for the two - nucleon s


math:arxiv_187941

in this article , we study the finite temperature casimir effect for scalar field with robin boundar


math:arxiv_187955

recent measurements of the josephson critical current through lsco / lco / lsco thin films showed an


math:arxiv_187958

open charm production during the equilibration of a gluon dominated parton plasma is calculated , wi


math:arxiv_187974

in the landmark paper  @xcite by hassibi and hochwald , it is claimed without proof that the upper t


math:arxiv_187992

dyson - schwinger equations determine the green functions @xmath0 in quantum field theory .
 their


math:arxiv_187996

we examine models in which the dark energy density increases with time ( so that the equation - of -


math:arxiv_188028

a symplectic integrator algorithm suitable for hierarchical triple systems is formulated and tested


math:arxiv_188030

the spectral dimension is an indicator of geometry and topology of spacetime and a tool to compare t


math:arxiv_188035

we explore short - distance static correlation functions in the infinite xxz chain using previously


math:arxiv_188039

this paper presents a geometric - variational approach to continuous and discrete mechanics and fiel


math:arxiv_188063

we revisit the critical behavior of classical frustrated systems using the nonperturbative renormali


math:arxiv_188073

fano s inequality reveals the relation between the conditional entropy and the probability of error


math:arxiv_188096

we consider the logistic equation with different types of the piecewise constant argument .
 it is


math:arxiv_188099

the effects of quantum and thermal corrections on the dynamics of a damped nonlinearly kicked harmon


math:arxiv_188105

we propose a novel encoding scheme for algebraic codes such as codes on algebraic curves , multidime


math:arxiv_188107

we consider the incompressible euler or navier - stokes ( ns ) equations on a torus @xmath0 , in the


math:arxiv_188129

we define a heegaard - scharlemann - thompson ( hst ) splitting of a 3-manifold @xmath0 to be a sequ


math:arxiv_188131

the significance of the recent finding of the velocity distribution function of the steady - state b


math:arxiv_188138

our previous study of a system of bodies assumed to move along almost circular orbits around a centr


math:arxiv_188147

we consider a cosmological model based on a generalization of the equation of state proposed by noji


math:arxiv_188169

the time - dependent maxwell system describing electromagnetic wave propagation in inhomogeneous iso


math:arxiv_188173

we observe that the maximal open set of constant curvature @xmath0 in a riemannian manifold of curva


math:arxiv_188201

we present a unifying framework for the key concepts and results of higher koszul duality theory for


math:arxiv_188205

in this paper , we first review the equal area laws and clapeyron equations in the extended phase sp


math:arxiv_188206

we develop a construction of engel structures on @xmath0manifolds based on decompositions of manifol


math:arxiv_188212

we investigate vortex solutions to the abelian higgs field equations in a four dimensional de sitter


math:arxiv_188237

the dynamics of a universe with an anti - gravitating contribution to the matter content is examined


math:arxiv_188269

phase field equations describe the novel approach to the stefan problems .
 we calculate these equa


math:arxiv_188277

we provide new exact solutions to the einstein - maxwell system of equations which are physically re


math:arxiv_188279

we derive bounds on the regularity of the algebra @xmath0 of mixed splines over a central polytopal


math:arxiv_188285

applying the standard weighted mean formula , @xmath0 / \left[\sum_i { \sigma^{-2}_i}\right ] $ ] ,


math:arxiv_188297

the kochen - specker theorem proves the inability to assign , simultaneously , noncontextual definit


math:arxiv_188302

this article describes a new , fully adaptive particle - multiple - mesh ( pm@xmath0 ) numerical sim


math:arxiv_188305

the time evolution of a set of @xmath0 unstable charged stars that collapse is computed integrating


math:arxiv_188314

we show that maximal @xmath0-free convex sets are polyhedra when @xmath0 is the set of integral poin


math:arxiv_188315

we prove a cabling formula for the concordance invariant @xmath0 , defined by the author and hom in


math:arxiv_188320

we study the effect of an electrostatic coupling between a scanning tunneling microscope tip and a l


math:arxiv_188327

outer boundary conditions for strongly and symmetric hyperbolic formulations of @xmath0d einstein s


math:arxiv_188345

we consider the numerical simulation of hamiltonian systems of ordinary differential equations .
 t


math:arxiv_188365

this paper presents a method to analyze the powers of a given trilinear form ( a special kind of alg


math:arxiv_188367

consider a hamiltonian action of a compact connected lie group @xmath0 on an aspherical symplectic m


math:arxiv_188381

it is well - known that the existence of traveling wave solutions for reaction - diffusion partial d


math:arxiv_188401

tutte s 5-flow conjecture from 1954 states that every bridgeless graph has a nowhere - zero 5-flow .


math:arxiv_188451

an initial - value problem ( ivp ) for arbitrary small three - dimensional vorticity perturbations i


math:arxiv_188459

we calculate the schiff moment of the nucleus @xmath0 , created by @xmath1nn vertices that are odd u


math:arxiv_188506

in this paper we show that many snarks have shortest cycle covers of length @xmath0 for a constant @


math:arxiv_188518

the scattering problem under the influence of the aharonov - bohm ( ab ) potential is reconsidered .


math:arxiv_188532

the high - energy factorization and the associated b - jimwlk or bk evolution equations are presente


math:arxiv_188537

we derive exact solitonic solutions of the one - dimensional time - dependent gross - pitaevskii equ


math:arxiv_188549

we propose a formalism to analyze discrete stochastic processes with finite - state - level @xmath0


math:arxiv_188560

we have combined _ ab initio _ quantum chemistry calculations with a rate - equation formalism to an


math:arxiv_188580

we partially resolve a conjecture of meeks on the asymptotic behavior of minimal surfaces in @xmath0


math:arxiv_188582

in this paper , we give a classification of the 3-dimensional associative algebras over the complex


math:arxiv_188585

let @xmath0 be a torus of dimension @xmath1 and @xmath2 a compact hamiltonian @xmath0-manifold with


math:arxiv_188588

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


math:arxiv_188593

it is shown that the euler system of hydrodynamic equations for inviscid barotropic fluid for densit


math:arxiv_188595

in @xcite , jean taylor has proved a regularity theorem away from boundary for almgren almost minima


math:arxiv_188613

we provide a classification of multiplicity - free inner tensor products of irreducible characters o


math:arxiv_188623

we show that strong inelastic interactions between bosons in one dimension create a tonks - girardea


math:arxiv_188675

in this paper we study the affine focal set , which is the bifurcation set of the affine distance to


math:arxiv_188680

in this paper , we present results obtained from the measurements of radio emission at frequency of


math:arxiv_188682

in a previous paper we have considered the regge - wheeler equation for fields of spin @xmath0 , 1 o


math:arxiv_188694

the scalar wave equation in kasner spacetime is solved , first for a particular choice of kasner par


math:arxiv_188697

it was claimed recently that a low order post - newtonian ( pn ) lagrangian formulation , which corr


math:arxiv_188701

quantum turbulence is numerically studied by solving the gross - pitaevskii equation . introducing b


math:arxiv_188715

we give a brief summary of algebraic aspects of string theory arising in the noncommutative geometry


math:arxiv_188723

we consider the darboux transformation of the green functions of the regular boundary problem of the


math:arxiv_188729

we present our numerical comparisons between the bssn formulation widely used in numerical relativit


math:arxiv_188738

obtaining a `` snapshot '' of the internet topology remains an elusive task .
 existing active topo


math:arxiv_188739

we review and discuss the role of diffeomorphism symmetry in quantum gravity models .
 such models


math:arxiv_188752

the electrodynamic features of the multiband model are examined using the transverse equation of mot


math:arxiv_188763

let @xmath0 be a khler manifold and @xmath1 its group of hamiltonian symplectomorphisms .
 the comp


math:arxiv_188770

eberhard proved that for every sequence @xmath0 of non - negative integers satisfying euler s formul


math:arxiv_188780

we seek multi - order exact solutions of a generalized shallow water wave equation along with those


math:arxiv_188786

we present a simple exact analytical solution , using the weyl - titchmarsh - kodaira spectral theor


math:arxiv_188797

a new formula for the effective quasistatic speed of sound @xmath0 in 2d and 3d periodic materials i


math:arxiv_188809

we will study the least square estimator @xmath0 for the drift parameter @xmath1 of the fractional o


math:arxiv_188845

we consider the quantum teichmller space of the punctured surface introduced by chekhov - fock - kas


math:arxiv_188878

using series expansion based on the flow equation method we study the zero temperature properties of


math:arxiv_188879

we present a toy model of a generic five - dimensional warped geometry in which the 4d graviton is n


math:arxiv_188890

we derived the formulae of central differentiation for the finding of the first and second derivativ


math:arxiv_188893

we consider _ spacetime _ to be a 4-dimensional differentiable manifold that can be split locally in


math:arxiv_188935

suspensions of self - propelled particles are studied in the framework of two - dimensional ( 2d ) s


math:arxiv_188960

in euclidean geometry the circle of apollonious is the locus of points in the plane from which two c


math:arxiv_189019

we review recent results on integrable discrete geometry .
 it turns out that most of the known ( c


math:arxiv_189030

the coupled cubic nonlinear schrdinger ( cnls ) equations are used to study modulational instabiliti


math:arxiv_189037

the shafarevich hyperbolicity conjecture , proven by arakelov and parshin , considers a smooth , pro


math:arxiv_189042

the covariogram @xmath0 of a convex body @xmath1 in @xmath2 is the function which associates to each


math:arxiv_189047

the equation of state ( eos ) @xmath0  pressure as a function of density and other thermodynamical q


math:arxiv_189049

@xmath0-expansions of three - dimensional real lie algebras are considered .
 it is shown that the


math:arxiv_189064

in this paper we study geometric , algebraic , and computational aspects of flexibility and infinite


math:arxiv_189078

the spin-4/3 fractional superstring is characterized by a world - sheet chiral algebra involving spi


math:arxiv_189112

maximum likelihood estimation in statistics leads to the problem of maximizing a product of powers o


math:arxiv_189131

in this paper , we introduce a novel solution to the covariant landau equation for a pure electron p


math:arxiv_189132

in the present work we study elliptic operators on manifolds with singularities in the situation , w


math:arxiv_189139

prior to the parallel solution of a large linear system , it is required to perform a partitioning o


math:arxiv_189150

we derive new , explicit representations for the solution to the scalar wave equation in the exterio


math:arxiv_189164

an algebraic framework for quantization in presence of arbitrary number of point - like defects on t


math:arxiv_189168

two - dimensional potential flows of an ideal fluid with a free surface are considered in situations


math:arxiv_189171

in this work a combinatorial description is provided of a fa di bruno type hopf algebra which natura


math:arxiv_189178

we study fluid structure and water - like anomalies of a system constituted by dimeric particles int


math:arxiv_189180

transseries in the sense of calle are constructed using a topological approach . a general contracti


math:arxiv_189182

we compare exact and @xmath0-cluster approximate calculation schemes to determine dynamics of the se


math:arxiv_189191

a family of non - conjugate chaotic maps generalizing the well - known logistic function is defined


math:arxiv_189209

classical dynamics is formulated as a hamiltonian flow on phase space , while quantum mechanics is f


math:arxiv_189214

an accurate and systematic equation of state for the hard - core one - component plasma ( hcocp ) is


math:arxiv_189215

we study the effect of absorptive corrections due to parton recombination on the parton distribution


math:arxiv_189216

kubo formula is used to get the scaling behavior of the static conductance distribution of wide wire


math:arxiv_189226

a detailed study of the slow manifold of a model exhibiting mixed - mode oscillations is presented .


math:arxiv_189234

asymptotic analysis of the hele - shaw flow with a small moving obstacle is performed .
 the method


math:arxiv_189236

a gravitational theory is formulated by considering the physical processes underlying relativistic d


math:arxiv_189245

we derive the second - order dissipative relativistic hydrodynamic equations in a generic frame with


math:arxiv_189247

we formulate a simple model for a gas of extended hadrons at zero chemical potential by taking inspi


math:arxiv_189262

we develop a new extended version of the mode - coupling theory ( mct ) for glass transition , which


math:arxiv_189267

let @xmath0 be a regular local ring with prime ideals @xmath1 and @xmath2 such that @xmath3 and @xma


math:arxiv_189273

the hirota equation and the sasa - satsuma equation are @xmath0-invariant integrable generalizations


math:arxiv_189301

we propose a novel method for calculating resonances in three - body coulombic systems .
 the metho


math:arxiv_189329

we construct the biharmonic heat kernel of a suitable closed self - adjoint extension of the bi - la


math:arxiv_189338

it is observed that one of einstein - friedmann s equations has formally the aspect of a sturm - lio


math:arxiv_189351

we classify singular fibres over general points of the discriminant locus of projective complex lagr


math:arxiv_189360

we present a survey of macroscopic excitations of harmonically confined bose - einstein condensates


math:arxiv_189366

we consider holographic entanglement entropy in higher derivative gravity theories . recently
 lewk


math:arxiv_189374

the loop quantum cosmology of the bianchi type ii string cosmological model in the presence of a hom


math:arxiv_189390

this paper presents a simple model that mimics quantum mechanics ( qm ) results in terms of probabil


math:arxiv_189394

this paper gives a complete description of the solutions of the one dimensional ginzburg - landau eq


math:arxiv_189415

we show that linearly reinforced random walk has a recurrent phase in every graph .
 the proof does


math:arxiv_189433

in a lattice formulation of @xmath0-gluodynamics , the spontaneous generation of chromomagnetic fiel


math:arxiv_189440

in this paper , we show existence and uniqueness of a solution to a functional differential equation


math:arxiv_189444

we study perturbations of diffeomorphisms that have a saddle connection between a pair of normally h


math:arxiv_189467

in this paper , we study the quasi - local energy ( qle ) and the surface geometry for kerr spacetim


math:arxiv_189496

in 2004 , sormani and wei introduced the covering spectrum : a geometric invariant that isolates par


math:arxiv_189501

a combined effective model reproducing the equation of state of hadronic matter as obtained in recen


math:arxiv_189505

a non - abelian geometric method is proposed for rotating of heavy hole spins in a singly positive c


math:arxiv_189508

we introduce the notions of approximate connes - amenability and approximate strong connes - amenabi


math:arxiv_189510

using the scalar and tensor virial equations , the lane - emden equation expressing the hydrostatic


math:arxiv_189513

not any geometry can be axiomatized .
 the paradoxical godel s theorem starts from the supposition


math:arxiv_189539

a monte carlo simulation has been developed to predict the spatial resolution of silicon pixel detec


math:arxiv_189551

we explain how the action of the heisenberg algebra on the space of @xmath0-deformed wedges yields t


math:arxiv_189554

results of numerical 3d simulations of propagation of acoustic waves inside the sun are presented .


math:arxiv_189562

the non - crossing rule for the energy levels of a parameter - dependent hamiltonian is revisited an


math:arxiv_189565

we obtain a partial differential equation for a pulse travelling inside a bose - einstein condensate


math:arxiv_189567

a well - known consequence of the ergodic decomposition theorem is that the space of invariant proba


math:arxiv_189570

dilute multi @xmath0 cluster condensed states with spherical and axially deformed shapes are studied


math:arxiv_189575

here we formulate scenario of emergent universe from particle creation mechanism in spatially flat b


math:arxiv_189577

we investigate kinetically constrained models of glassy transitions , and determine which model char


math:arxiv_189589

we introduce a general algebraic setting for describing linear boundary problems in a symbolic compu


math:arxiv_189594

we present a general model of qubit dynamics which entails pure dephasing and dissipative time - loc


math:arxiv_189607

we investigate the behaviour of a two - component fermi superfluid in a double - well potential .


math:arxiv_189614

we study the interplay between double cross sum decompositions of a given lie algebra and classical


math:arxiv_189617

nonequilibrium systems exchange the energy with an environment in the form of work and heat .
 the


math:arxiv_189621

we propose a mechanism for time reparametrization symmetry breaking in canonical gravity .
 we cons


math:arxiv_189626

the existence of an internal frequency associated to any elementary particle conjectured by de brogl


math:arxiv_189632

the main result of this paper is a universal finiteness theorem for the set of all small dilatation


math:arxiv_189635

we do not present any original or new material .
 this is a tutorial addressed to students who need


math:arxiv_189642

the strongest version of the gauge / gravity duality conjecture relates the @xmath0 correction in su


math:arxiv_189643

in 2008 , lomonaco and kauffman introduced a knot mosaic system to define a quantum knot system .


math:arxiv_189655

we present here a calculation of the configuration averaged optical conductivity of random binary al


math:arxiv_189659

we study nonequilibrium quantum phase transitions in xy spin 1/2 chain using the @xmath0 algebra .


math:arxiv_189665

we present here a general iterative formula which gives a ( formal ) series expansion for the time a


math:arxiv_189667

we present a generic condition for lorentzian manifolds to have a barrier that limits the reach of b


math:arxiv_189683

we give a new combinatorial proof of the well known result that , when @xmath0 and @xmath1 are co -


math:arxiv_189688

we consider two lax systems for the homogeneous painlev  ii equation : one of size @xmath0 studied b


math:arxiv_189700

we have formulated the scattering theory on majorana fermions emerging in the surface bound state of


math:arxiv_189713

we develop a linear method for solving the nonlinear differential equations of a lumped - parameter


math:arxiv_189741

the isospin and strangeness dimensions of the equation of state are explored .
 ria and the sis200


math:arxiv_189742

in the paper `` _ geometry of polynomial mapping at infinity via intersection homology _ '' the seco


math:arxiv_189748

roy s equations , which incorporate crossing symmetry of the @xmath0 scattering amplitudes , are use


math:arxiv_189774

analytical formulas for the excitation energies as well as for the electric quadrupole reduced trans


math:arxiv_189815

in the spherically symmetric case the einstein field equations take on their simplest form for a mat


math:arxiv_189824

the concept of an inertial reference frame , which actualizes euclidean geometry , is not confined t


math:arxiv_189827

the random first order transition theory of the dynamics of supercooled liquids is extended to treat


math:arxiv_189833

narrow resonances in systems with short - range interactions are discussed in an effective field the


math:arxiv_189836

the division algebras @xmath0 , @xmath1 , * h*@xmath2 are used to construct and analyze the @xmath3


math:arxiv_189917

the rheology of granular particles in an inclined plane geometry is studied using molecular dynamics


math:arxiv_189921

self - dual abelian higgs system , involving both the maxwell and chern - simons terms are obtained


math:arxiv_189925

in this work we study the asymptotic behavior of solutions of the incompressible two - dimensional e


math:arxiv_189929

we apply the poynting theorem to the scattering of monochromatic electromagnetic planes waves with n


math:arxiv_189959

we construct explicit families of right coideal subalgebras of quantum groups , where all irreducibl


math:arxiv_189961

we study cosmological expansion in f(r ) gravity using the trace of the field equations .
 high fre


math:arxiv_189965

analytical solutions of the schrdinger equation for the one - dimensional quantum well with all poss


math:arxiv_189990

a closed subgroup @xmath0 of the affine , algebraic group @xmath1 is called _ observable _ if @xmath


math:arxiv_189992

this paper is devoted to the extension to the full @xmath0 euler system of the basic analytical prop


math:arxiv_190003

we perform global three - dimensional simulations of accretion disks integrating the compressible ,


math:arxiv_190007

we extend the notion of thin multiple heegaard splittings of a link in a 3-manifold to take into con


math:arxiv_190029

we introduce suitable coordinate systems for interacting many - body systems with invariant manifold


math:arxiv_190035

we give a combinatorial algorithm for computing zelevinsky s involution of the set of isomorphism cl


math:arxiv_190040

we study propagation of electromagnetic surface waves on a metal - air interface in the case when th


math:arxiv_190041

we study some classes of algebras of operators on non - archimedean banach spaces . in particular ,


math:arxiv_190043

heavy - ion reactions especially those induced by radioactive beams provide useful information about


math:arxiv_190047

a new quantum gauge model is proposed . from this quantum gauge model
 we derive a quantum invarian


math:arxiv_190051

we study edges states of graphene ribbons in the quantized hall regime , and show that they can be d


math:arxiv_190059

we study dirac neutrinos propagating in rotating background matter .
 first we derive the dirac equ


math:arxiv_190066

we introduce a notion of vanishing maslov index for lagrangian varifolds and lagrangian integral cyc


math:arxiv_190089

the relations between smooth and peaked soliton solutions are reviewed for the camassa - holm ( ch )


math:arxiv_190116

for two types of quintessence models having thawing and tracking properties , there exist analytic s


math:arxiv_190118

we study in more detail the properties of the generalized beth uhlenbeck formula obtained in a prece


math:arxiv_190127

we develop a non  relativistic twistor theory , in which newton
 cartan structures of newtonian gra


math:arxiv_190142

the nonlinear systems obtained by discretizing degenerate parabolic equations may be hard to solve ,


math:arxiv_190144

using the explicit numerical solution of the axially - symmetric gross - pitaevskii equation we stud


math:arxiv_190152

we develop a scaling ansatz for the master equation in dvali , gabadadze , porrati cosmologies , whi


math:arxiv_190173

we apply a recent approach to noncommutative differential geometry on finite groups to the case of f


math:arxiv_190203

in this work we extend the so - called typicality approach , originally formulated in statistical me


math:arxiv_190214

this paper focuses on the outline of some computational methods for the approximate solution of the


math:arxiv_190224

we propose a conjecture for the exact expression of the dynamical zeta function for a family of bira


math:arxiv_190228

let @xmath0 be an acyclic quiver and @xmath1 be the complete preprojective algebra of @xmath0 over a


math:arxiv_190232

let @xmath0 be a monotone convex symplectic manifold .
 we define and study the open - closed strin


math:arxiv_190243

the main result of this paper is that for every closed , connected , orientable , irreducible 3-mani


math:arxiv_190264

conical inclusions in a lipid bilayer generate an overall spontaneous curvature of the membrane that


math:arxiv_190266

using a quantum field theory renormalization group - like differential equation , we give a new proo


math:arxiv_190271

in this note we extend the gauss - lucas theorem on the zeros of the derivative of a univariate poly


math:arxiv_190279

in this theoretical study , we report an investigation of the equations of state ( eoss ) of hyper -


math:arxiv_190293

the advent of the hohenberg - kohn theorem in 1964 , its extension to finite-@xmath0 , kohn - sham t


math:arxiv_190363

_ we prove a vertical halfspace theorem for surfaces with constant mean curvature @xmath0 properly i


math:arxiv_190367

the dyadic green s function of the inhomogeneous vector helmholtz equation describes the field patte


math:arxiv_190383

as a generalization of a vector field on a manifold , the notion of an arc field on a locally comple


math:arxiv_190392

the concept of complementarity in combination with a non - boolean calculus of propositions refers t


math:arxiv_190400

initial conditions are required to solve medium modified dglap ( mdglap ) evolution equations for mo


math:arxiv_190406

given a bounded open set @xmath0 in @xmath1 ( or in a riemannian manifold ) and a partition of @xmat


math:arxiv_190430

according to the no - hair theorem , astrophysical black holes are uniquely described by their mass


math:arxiv_190431

we study a scenario of the ellipsoidal universe in the brane world cosmology with a cosmological con


math:arxiv_190432

we investigate the properties of hybrid stars consisting of quark matter in the core and hadron matt


math:arxiv_190435

only recently , hurkens , keijsper , and stougie proved the vpn tree routing conjecture for the spec


math:arxiv_190446

the distortion varieties of a given projective variety are parametrized by duplicating coordinates a


math:arxiv_190457

we study low - energy transport through a quantum dot coupled to one normal and two superconducting


math:arxiv_190464

introductory calculus  based physics textbooks state that electromagnetic waves are transverse and l


math:arxiv_190472

we give a solution to a part of problem 1.60 in kirby s list of open problems in topology @xcite thu


math:arxiv_190481

we formulate and give partial answers to several combinatorial problems on volumes of simplices dete


math:arxiv_190483

we study adiabatic pumping through a quantum dot tunnel - coupled to one normal and one superconduct


math:arxiv_190505

in these notes , after an introduction to toric khler geometry , we present calabi s family of @xmat


math:arxiv_190528

we present the virial equation of state of low - density nuclear matter composed of neutrons , proto


math:arxiv_190533

on the basis of the woodhouse causal axiomatics , we show that conformal proper times and an extra v


math:arxiv_190541

a central problem in data analysis is the low dimensional representation of high dimensional data ,


math:arxiv_190554

congruence theory has many applications in physical , social , biological and technological systems


math:arxiv_190577

in absence of explicit solutions of the perturbation equation of a static symmetrical homogeneous sp


math:arxiv_190584

this paper answers the following question : what algebraic structure on a category corresponds to an


math:arxiv_190586

we demonstrate the equivalence of the light - front and equal - time formulations of pionic correcti


math:arxiv_190597

a canal surface is an envelope of a one parameter family of spheres . in this paper
 we present an


math:arxiv_190601

using an energy variational method , we calculate quasi - equilibrium configurations of binary neutr


math:arxiv_190613

we study constraint effective potentials for various strongly interacting @xmath0 theories .
 renor


math:arxiv_190618

the temporal instability of stably stratified flow was investigated by analyzing the taylor - goldst


math:arxiv_190625

quantum cosmology implies corrections to the classical equations of motion which may lead to signifi


math:arxiv_190630

this note investigates the properties of the traveling waves solutions of the nonlocal fisher equati


math:arxiv_190683

we give an exact solution to the kolmogorov equation describing genetic drift for an arbitrary numbe


math:arxiv_190689

associated to any acyclic cluster algebra is a corresponding triangulated category known as the clus


math:arxiv_190699

we consider a kerr black hole acting as a gravitational deflector within the geometrical optics , an


math:arxiv_190702

we solve the elliptic equations associated with the hamiltonian and momentum constraints , correspon


math:arxiv_190744

we consider large deviations for nearest - neighbor random walk in a uniformly elliptic i.i.d .
 en


math:arxiv_190761

in this paper we describe an algorithm to determine the vectors normal to a space - time v@xmath0 em


math:arxiv_190778

in this paper , we consider _ abelian functor calculus _ , the calculus of functors of abelian categ


math:arxiv_190789

nonlinear random vibration under excitations of both gaussian and poisson white noises is considered


math:arxiv_190790

let @xmath0 be a function that is analytic in the unit disc .
 we give new estimates , and new proo


math:arxiv_190805

in the author s article `` algebraic unsolvability of problem of absolute stability of desynchronize


math:arxiv_190813

static spherically symmetric distributions of electrically counterpoised dust ( ecd ) are used to co


math:arxiv_190814

theoretical and experimental study of high - acceleration patterns in vibrated granular layers is pr


math:arxiv_190819

the stability of idealized shear flow at long wavelengths is studied in detail . a hydrodynamic anal


math:arxiv_190826

we introduce two sets of continuum equations to describe granular flow on a free surface and study t


math:arxiv_190832

we present a simpler proof of the existence of an exact number of one or more limit cycles to the li


math:arxiv_190845

the fully three dimensional governing equations in the electron magnetohydrodynamic ( emhd ) regime


math:arxiv_190849

we solve explicitly the shifted wave equation @xmath0 on damek
 ricci spaces , using sgeirsson s th


math:arxiv_190851

this paper studies the perturbations of the continuously self - similar critical solution of the gra


math:arxiv_190864

we demonstrate that magnetic reconnection is not necessary to initiate fast cmes .
 the aly - sturr


math:arxiv_190865

we prove a version of the negative norm theorem in orlicz - sobolev spaces .
 a study of continuity


math:arxiv_190867

we present a new numerical code designed to solve the einstein field equations for axisymmetric spac


math:arxiv_190875

a parametrisation of the real photon structure function @xmath0 in the low @xmath1 , low @xmath2 reg


math:arxiv_190879

the characterization of dark energy is a central task of cosmology . to go beyond a cosmological con


math:arxiv_190883

we give a detailed discussion of optimal quantum states for optical two - mode interferometry in the


math:arxiv_190902

we consider symplectic time integrators in numerical general relativity and discuss both free and co


math:arxiv_190907

using the quasi - exact density - matrix renormalization - group method we calculate the solvation f


math:arxiv_190941

we evaluate the geiss - leclerc - schrer @xmath0-map for _ shape modules _ over the preprojective al


math:arxiv_190946

many nonlinear systems can be described by a wiener - schetzen model . in this model ,
 the linear


math:arxiv_190966

in this paper we provide a new ( probabilistic ) proof of a classical result in partial differential


math:arxiv_190967

we provide a new exact solution of the einstein equations which generalizes the noncommutative geome


math:arxiv_190983

for convex co - compact hyperbolic manifolds @xmath0 for which the dimension of the limit set satisf


math:arxiv_190995

the ground state of 4 confined in a system with the topology of cylinder can display properties of s


math:arxiv_190997

grid - based discretizations of the time dependent schrdinger equation coupled to an external magnet


math:arxiv_191000

in this paper we revisit the levy - perdew - sahni equation .
 we establish that the relation impli


math:arxiv_191016

heteroclinic cycles involving two saddle - foci , where the saddle - foci share both invariant manif


math:arxiv_191026

let @xmath0 be maps between smooth connected manifolds of the indicated dimensions @xmath1 and @xmat


math:arxiv_191034

we extend the generalised langevin equation ( gle ) method [ phys .
 rev .
 b * 89 * , 134303 ( 20


math:arxiv_191056

we report the first successful simulation of spontaneous formation of surface magnetic structures fr


math:arxiv_191072

we analyze a toy model which has a structure similar to that of the recently found qcd evolution equ


math:arxiv_191081

we consider the coadjoint action of a loop group of a compact group on the dual of the corresponding


math:arxiv_191084

high time resolution observations of  ( or psr j0908@xmath04913 ) over a wide range of frequencies h


math:arxiv_191086

a new formalism is presented for high - energy analysis of the green function for fokker - planck an


math:arxiv_191089

closely following recent ideas of j. borcea , we discuss various modifications and relaxations of se


math:arxiv_191091

we derive an integro - differential equation for propagation of cosmological gravitation waves in sp


math:arxiv_191092

a unified tensor description of quadratic spin squeezing interactions is proposed , covering the sin


math:arxiv_191097

highly localized explicit solutions to multidimensional wave and klein  gordon  fock equations are p


math:arxiv_191115

until now , providing an experimental unambiguous proof of cosmic ray ( cr ) origin has been elusive


math:arxiv_191129

a global action is the algebraic analogue of a topological manifold .
 this construction was introd


math:arxiv_191133

we extend the study of the de rham operator with ideal boundary conditions from the case of isolated


math:arxiv_191140

if gravitons are super - strong interacting particles and the low - temperature graviton background


math:arxiv_191155

within framework of the quantum calculus , we represent the partition function and the mass exponent


math:arxiv_191173

in this paper we employ tutte s theory of bridges to derive a decomposition theorem for binary matro


math:arxiv_191182

as a submanifold is embedded into higher dimensional flat space , quantum mechanics gives various em


math:arxiv_191184

we present universal factorization formulas describing the behavior of one - loop qcd amplitudes as


math:arxiv_191201

based on various strategies and three new doubling operators , we present several simple directed -


math:arxiv_191215

we give combinatorial proofs that certain families of differences of products of schur functions are


math:arxiv_191225

we consider the p1/p1 or p1b / p1 finite element approximations to the stokes equations in a bounded


math:arxiv_191267

we propose a generalized stochastic landau - lifshitz equation and its corresponding fokker - planck


math:arxiv_191268

we show that reformulating the direct state tomography ( dst ) protocol in terms of projections into


math:arxiv_191276

we propose two kinds of gauged linear sigma models whose moduli spaces are real eight - dimensional


math:arxiv_191292

mcmillan and mayer ( mm ) proved two remarkable theorems in their paper on the equilibrium statistic


math:arxiv_191293

chiaverini et al .  [ quant .
 inf .  comput .
 * 5 * , 419 ( 2005 ) ] recently suggested a linear


math:arxiv_191313

two liquid state theories , the self - consistent ornstein - zernike equation ( scoza ) and the hier


math:arxiv_191323

on the basis of the gauge principle of field theory , a new variational formulation is presented for


math:arxiv_191325

we investigate a fractional diffusion / anti - diffusion equation proposed by andrew c. fowler to de


math:arxiv_191329

initial value problems for the integrable discrete equations on quad - graphs are investigated .
 a


math:arxiv_191336

we consider the @xmath0-curve of degree nine with three nests @xmath1 in @xmath2 . after systematic


math:arxiv_191338

we use a symmetry - constrained variational procedure to construct a generalization of bcs to includ


math:arxiv_191350

this note shows that split-2 bisimulation equivalence ( also known as timed equivalence ) affords a


math:arxiv_191352

the perturbed burgers equation is considered .
 this equation is used for the description of one  d


math:arxiv_191356

a representation for compact @xmath0-manifolds with non - empty non - spherical boundary via @xmath1


math:arxiv_191379

in this paper we give a graph theoretic combinatorial interpretation for the cluster variables that


math:arxiv_191384

the objective of this paper is to study detectability , observability and related lyapunov - type th


math:arxiv_191410

we show that under some topological assumptions , an exact lagrangian cobordism @xmath0 of dimension


math:arxiv_191416

in this paper , we study sheets of symmetric lie algebras through their slodowy slices . in particul


math:arxiv_191425

we give a self - contained treatment of le and habiro s approach to the jones function of a knot and


math:arxiv_191426

the 3 + 1 hamiltonian formulation in the gauge @xmath0 on the lapse function fixes the direction of


math:arxiv_191442

by using spectral methods , we present seven classes of stable and unstable structures that occur in


math:arxiv_191446

we consider the symmetric @xmath0-painlev equations derived from the birational representation of af


math:arxiv_191451

equilibrium statistics of hamiltonian systems is correctly described by the microcanonical ensemble


math:arxiv_191459

classical affine lie algebras appear e.g. as symmetries of infinite dimensional integrable systems a


math:arxiv_191466

stochastic network calculus provides an elegant way to characterize traffic and service processes .


math:arxiv_191484

the wheeler - dewitt equation represents a tool to study quantum gravity and quantum cosmology .
 i


math:arxiv_191495

we formulate a new method of performing high - temperature series expansions for the spin - half hei


math:arxiv_191498

the aim of this paper is to study and classify the multiplicity of distinguished limits and asymptot


math:arxiv_191505

for a lattice crossing @xmath0 we show which catalan connection between @xmath1 points on boundary o


math:arxiv_191508

we show that the linearized equations of the incompressible elastic medium admit a ` maxwell form '


math:arxiv_191522

we propose a theory of weakly nonlinear multi - dimensional self sustained detonations based on asym


math:arxiv_191530

twisted calabi - yau algebras are a generalisation of ginzburg s notion of calabi - yau algebras .


math:arxiv_191550

the new conjectures are proposed that there are s - matter and v - matter which are symmetric and wh


math:arxiv_191555

the drinfeld double @xmath0 of the bosonization of a finite - dimensional nichols algebra @xmath1 ov


math:arxiv_191556

we discuss the cross section formula both for massless and massive neutrinos on stable and radioacti


math:arxiv_191557

we present an algorithm for computing equations of canonically embedded riemann surfaces with automo


math:arxiv_191564

proofs of convergence of adaptive finite element methods for approximating eigenvalues and eigenfunc


math:arxiv_191571

quantum ergordic theorem for a large class of quantum systems was proved by von neumann [ z. phys .


math:arxiv_191574

+ it is shown , that the boltzmann - like equations allow the formulation of a very general model fo


math:arxiv_191579

we study the evolution of embedded clusters .
 the equations of motion of the stars in the cluster


math:arxiv_191582

we show that the pre - order defined on the category of contact manifolds by arbitrary symplectic co


math:arxiv_191587

diffraction of multi - level atoms by an evanescent wave reflective diffraction grating is modeled b


math:arxiv_191589

in production processes , e.g. @xmath0 or @xmath1 , the @xmath2 and @xmath3 overlap in the same part


math:arxiv_191592

we demonstrate that statistics for several types of set partitions are described by generating funct


math:arxiv_191611

in this paper we develop two models for the steady states and evolution of two dimensional isotherma


math:arxiv_191613

a formula for the two - loop infrared singularities of dimensionally regularized qcd scattering ampl


math:arxiv_191644

counting independent sets on bipartite graphs ( # bis ) is considered a canonical counting problem o


math:arxiv_191651

we study the existence and uniqueness of solutions of a nonlinear integro - differential problem whi


math:arxiv_191667

we study the motion of an inextensible string ( a whip ) fixed at one point in the absence of gravit


math:arxiv_191668

scattering of solitons and dark solitons by potential walls is studied in the nonlinear schrdinger e


math:arxiv_191682

a vanishing one - loop wave function of the universe in the limit of small three - geometry is found


math:arxiv_191692

we introduce and study an extension of the heat equation relevant to relativistic energy formula inv


math:arxiv_191704

the results of rigorous numerical simulations of photon echoes in exciton - plasmon systems are pres


math:arxiv_191708

we modify the time dependent schrdinger - newton equation by using a potential for a solid sphere su


math:arxiv_191710

we present a modified colour screening model for @xmath0 suppression in the quark - gluon plasma ( q


math:arxiv_191743

the functional schrdinger equation ( fse ) for qcd gives a unique perspective on generation of a glu


math:arxiv_191747

the stabilizer code is the most general algebraic construction of quantum error - correcting codes p


math:arxiv_191756

we consider a class of spherically symmetric spacetime to obtain some interesting solutions in @xmat


math:arxiv_191763

generalized solutions of the standard gauge transformation equations are presented and discussed in


math:arxiv_191768

in this letter we exploit the recently - solved conjecture on the bosonic minimum output entropy to


math:arxiv_191774

the horndeski theory of gravity is known as the most general scalar - tensor theory with second - or


math:arxiv_191782

the topology of orientable @xmath0 spacetimes can be captured by certain lumps of non - trivial topo


math:arxiv_191805

we show that the modified newtonian dynamics ( mond ) regime can be fully recovered as the weak - fi


math:arxiv_191806

the purpose of the present paper is to show that : @xmath0 we consider algebras for a monad @xmath1


math:arxiv_191835

the principle existence theorem ( i.e. theorem 1 ) of `` existence and behavior of the radial limits


math:arxiv_191836

in this paper , we study the position vector of rectifying slant helices in @xmath0 .
 first , we h


math:arxiv_191841

i reconsider einstein s 1912 `` prague - theory '' of static gravity based on a scalar field obeying


math:arxiv_191850

graphene pn junction is the brick to build up variety of graphene nano - structures .
 the analytic


math:arxiv_191856

we present a new software tool for teaching logic based on natural deduction .
 its proof system is


math:arxiv_191861

we prove that any derivation of the @xmath0-algebra @xmath1 of all locally measurable operators affi


math:arxiv_191863

we investigate the propagation of electromagnetic waves in stratified anisotropic dielectric - magne


math:arxiv_191871

by stacking an ensemble of strong lensing clusters , we demonstrate the feasibility of placing const


math:arxiv_191874

we study the phase structure and equation of state for two - flavor quark matter at low temperature


math:arxiv_191882

for axially symmetric solutions of einstein equations there exists a gauge which has the remarkable


math:arxiv_191886

in this article we prove explicit formulae for the number of non - isomorphic cluster - tilted algeb


math:arxiv_191899

we give a simple characterization of lie elements in free pre - lie algebras as elements of the kern


math:arxiv_191913

dummett s logic @xmath0 is intuitionistic logic extended with dummett s axiom : for every two statem


math:arxiv_191928

in this paper we investigate the radiation emitted by a charged particle moving along a helical orbi


math:arxiv_191939

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


math:arxiv_191945

using exact diagonalization of bilayer quantum hall systems at total filling factor @xmath0 in the t


math:arxiv_191961

assuring safety in discrete time stochastic hybrid systems is particularly difficult when only noisy


math:arxiv_191971

inspired by soliton models , we propose a description of static particles in terms of riemannian 4-m


math:arxiv_191987

we numerically determine the time dependence of the scale factor from the lattice qcd equation of st


math:arxiv_191997

we prove that if the initial data is smooth enough and a finite element solution of the three - dime


math:arxiv_192031

the stabilized poincare - heisenberg algebra ( spha ) is the lie algebra of quantum relativistic kin


math:arxiv_192054

in this article , we propose a milstein finite difference scheme for a stochastic partial differenti


math:arxiv_192064

the renormalized trajectory of massless @xmath0theory on four dimensional euclidean space
 time is


math:arxiv_192070

we study the stability and roughness of propagating cracks in heterogeneous brittle two - dimensiona


math:arxiv_192088

this paper introduces the fundamental continuum theory governing momentum transport in isotropic nan


math:arxiv_192094

we provide some numerical computations for the soliton dynamics of the nonlinear schrdinger equation


math:arxiv_192103

we present a very short complete proof of the existence of the normal cycle of a subanalytic set .


math:arxiv_192107

a novel view for the emergence of chaos in lorenz - like systems is presented . for such purpose ,


math:arxiv_192112

we have developed a method of solving for multi - species chemical reaction flows in non  equilibriu


math:arxiv_192119

the logarithmic kdv ( log  kdv ) equation admits global solutions in an energy space and exhibits ga


math:arxiv_192131

known as a symmetry of vacuum maxwell equations , the electric - magnetic duality can be lifted actu


math:arxiv_192154

we investigate observational constraints on the cosmic equation of state from measurements of angula


math:arxiv_192160

in this paper a finite dimensional unital associative algebra is presented , and its group of algebr


math:arxiv_192163

we consider a general class of discrete unitary dynamical models on the lattice . we show that gener


math:arxiv_192168

the thermodynamical properties of dark energy are usually investigated with the equation of state @x


math:arxiv_192170

an abelian integral is the integral over the level curves of a hamiltonian @xmath0 of an algebraic f


math:arxiv_192173

we elucidate the case in which the ablowitz - ladik ( al ) type discrete nonlinear schrdinger equati


math:arxiv_192176

we exhibit a two - parameter family of bipartite mixed states @xmath0 , in a @xmath1 hilbert space ,


math:arxiv_192200

we introduce a new mesoscopic model for nematic liquid crystals ( lcs ) .
 we extend the particle -


math:arxiv_192207

we consider the singular semiclassical initial value problem for _ the phase space schrdinger equati


math:arxiv_192210

in arxiv:1508.01343 [ hep - th ] , one of the authors proposed that in ads / cft the gravity dual of


math:arxiv_192215

we characterize the asymptotic independence between blocks consisting of multiple wiener - it integr


math:arxiv_192218

we study algebras defined by identities in symmetric monoidal categories .
 our focus is on lie alg


math:arxiv_192219

a weak galerkin ( wg ) method is introduced and numerically tested for the helmholtz equation . this


math:arxiv_192233

we formulate a thermodynamically consistent equation of state ( eos ) , based on excluded - volume a


math:arxiv_192236

resonances and final state interactions ( fsi ) play a role in the formation of cp violation ( cpv )


math:arxiv_192249

the functional formulation and one - loop effective action for scalar self - interacting theory non


math:arxiv_192251

here we construct a map from the algebra of fields in two - dimensional noncommutative of u(1 ) yang


math:arxiv_192281

in this talk , we elaborate on the operation of graph contraction introduced by gurau in his study o


math:arxiv_192301

we present and discuss a selected set of problems of classical mechanics and thermodynamics .
 the


math:arxiv_192310

the continuum equations of fluid mechanics are rederived with the intention of  keeping certain mech


math:arxiv_192321

we extend the duality symmetry between the electric and the magnetic fields to the case in which an


math:arxiv_192344

in order to study the outflows from accretion disks , we solve the set of hydrodynamic equations for


math:arxiv_192386

in this paper we find a simple rule to reproduce the algebra of quantum observables using only the c


math:arxiv_192393

the aim of this paper is to classify simply connected @xmath0-dimensional torus manifolds with vanis


math:arxiv_192408

let @xmath0 be an orientable , irreducible @xmath1-manifold admitting a weakly reducible genus three


math:arxiv_192412

a filtering method is introduced for solving the zero - range three - boson problem .
 this scheme


math:arxiv_192436

in the daya bay reactor neutrino experiment 960 20-cm - diameter waterproof photomultiplier tubes ar


math:arxiv_192438

we have developed a novel josephson junction geometry with minimal volume of lossy isolation dielect


math:arxiv_192463

we give geometric formulae which enable us to detect ( completely in some cases ) the regular homoto


math:arxiv_192469

we present a real - space formulation and higher - order finite - difference implementation of perio


math:arxiv_192491

we review the equation of state for dark energy in modified gravity theories .
 in particular , we


math:arxiv_192515

the azimuthal anisotropy due to path - length dependent jet energy loss is studied in a simple jet a


math:arxiv_192522

the euler equations of ideal gas dynamics posess a remarkable nonlinear involutional symmetry which


math:arxiv_192542

we treat the calculation of gravitational radiation using the mixed timelike - null initial value fo


math:arxiv_192566

we first remind the reader of a simple geometric description of the kirby - siebenmann invariant of


math:arxiv_192587

we explore in depth the number theoretic and statistical properties of certain sets of numbers arisi


math:arxiv_192590

@xmath0-chain ( pronounced tau - chain ) is a decentralized peer - to - peer network having three un


math:arxiv_192598

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


math:arxiv_192607

we investigate the launching of jets and outflows from magnetically diffusive accretion disks . usin


math:arxiv_192610

let @xmath0 be a classical split real lie group of type @xmath1 , @xmath2 , or @xmath3 and @xmath4 a


math:arxiv_192617

we prove that there are infinitely many pairs of homeomorphic non - diffeomorphic smooth @xmath0mani


math:arxiv_192619

this paper introduces two constructions of legendrian submanifolds of @xmath0 , called legendrian pr


math:arxiv_192620

in this article we study rational cherednik algebras at @xmath0 in positive characteristic .
 we st


math:arxiv_192624

we present measurements of the genus topology of luminous red galaxies ( lrgs ) from the sloan digit


math:arxiv_192629

we present a new approach to find accurate solutions to the poisson equation , as obtained from the


math:arxiv_192641

we show that for @xmath0 the @xmath1-rational homotopy type of the moduli space @xmath2 of algebraic


math:arxiv_192654

an overview of the theory and phenomenology of hadrons and qcd is provided from a dyson - schwinger


math:arxiv_192666

we suggest a new bayesian analysis ( ba ) using disjunct m - r constraints for extracting probabilit


math:arxiv_192680

a detailed theory describing linear optics of vapors comprised of interacting multi - level quantum


math:arxiv_192681

we define a cartesian product @xmath0 for finite simple graphs which satisfies the knneth formula @x


math:arxiv_192686

we study tilted perfect fluid cosmological models with a constant equation of state parameter in spa


math:arxiv_192688

_ the order parameter of a critical system defined in a layered parallel plate geometry subject to n


math:arxiv_192706

the notion of a subtractive category , recently introduced by the author , is a `` categorical versi


math:arxiv_192731

depending on the choice of its potential , the scalar phantom field @xmath0 ( the equation of state


math:arxiv_192732

a weak order on the set of maximal chains of the non - crossing partition lattice is introduced and


math:arxiv_192741

in the absence of any additional assumption it is natural to conjecture that sizeable flavour - mixi


math:arxiv_192754

we develop a semistability algorithm for vector bundles which are given as a kernel of a surjective


math:arxiv_192777

in this paper we give the weierstrass equations and the generators of mordell - weil groups for jaco


math:arxiv_192793

let @xmath0 be a field .
 a finite dimensional @xmath0-algebra is said to be minimal representation


math:arxiv_192794

we study discrete vortices in the anti - continuum limit of the discrete two - dimensional nonlinear


math:arxiv_192815

applying the horsk - mitskievitch conjecture to the empty space solutions of morgan and morgan due t


math:arxiv_192820

a new mathematical model for evolutionary games on graphs is proposed to extend the classical replic


math:arxiv_192825

the potential to control the number of the spin - wave band gaps of a magnonic crystal ( mc ) by var


math:arxiv_192834

recursive equations for the number of cells with nonzero values at @xmath0-th step for some two - di


math:arxiv_192870

lrs bianchi type - i models have been studied in the cosmological theory based on lyra s geometry .


math:arxiv_192873

this paper extends the parabolic integral equation method , which is very effective for forward scat


math:arxiv_192880

a new topological operad is introduced , called the splicing operad .
 this operad acts on a broad


math:arxiv_192902

we relate fubini s theorem for euler characteristics to riemann - hurwtiz formulae , and reprove a c


math:arxiv_192903

the generation of finite energy packets of x - waves is analysed in normally dispersive cubic media


math:arxiv_192923

we continue the investigation of the lvy processes on a @xmath0-deformed full fock space started in


math:arxiv_192939

translation - covariant markovian master equations used in the description of decoherence and dissip


math:arxiv_192966

non - localities of foldy - wouthuysen and related transformations , which are used to separate posi


math:arxiv_192985

we consider localized states in a discrete bistable allen - cahn equation .
 this model equation co


math:arxiv_192986

we study some basic quantum confinement effects through investigation a deformed harmonic oscillator


math:arxiv_193002

we introduce multi - sheeted versions of algebraic domains and quadrature domains , allowing them to


math:arxiv_193008

there has been a recent coming together of the converse theorem for @xmath0 and the langlands - shah


math:arxiv_193041

we study the theory of interaction between charged scalar field and maxwell field in de sitter backg


math:arxiv_193045

the phase equivalent relativistic nn potential , which is related by a nonlinear equation to the ori


math:arxiv_193063

we construct an infinite family of homologous , non - isotopic , symplectic surfaces of any genus gr


math:arxiv_193099

a new semiempirical formula , with only three parameters , is proposed for cluster decay half - live


math:arxiv_193106

diffeological spaces are generalizations of smooth manifolds which include singular spaces and funct


math:arxiv_193110

we study the problem of how long a journey within a black hole can last . based on our observations


math:arxiv_193126

in 1992 g. b. ermentrout and j. b. mcleod published a landmark study of travelling wavefronts for a


math:arxiv_193147

we show that eso universal horn logic ( existential second logic where the first order part is a uni


math:arxiv_193151

a new simplified formula is derived for the absorption cross section of small dielectric ellipsoidal


math:arxiv_193168

we investigate the formal deformation theory of ( rank 1 ) branes on generalized complex ( gc ) mani


math:arxiv_193176

we give new examples of hyperbolic and relatively hyperbolic groups of cohomological dimension @xmat


math:arxiv_193189

we describe a new class of exact square integrable solutions of the pauli and dirac equation in rota


math:arxiv_193210

we will show how the refined holomorphic anomaly equation obeyed by the nekrasov partition function


math:arxiv_193232

it is shown that the equilibrium generalized mean spherical model of fluid structure may be extended


math:arxiv_193233

in this paper we perform a blow - up and quantization analysis of the fractional liouville equation


math:arxiv_193251

the spin diffusion / transport in @xmath0-type ( 001 ) gaas quantum well at high temperatures ( @xma


math:arxiv_193298

we analyze whether one can construct a spectral triple for a carnot manifold @xmath0 , which detects


math:arxiv_193325

we derive a scaling property from a fundamental nonlinear differential equation whose solution is th


math:arxiv_193343

the reversal condition of magnetization in a nanomagnet under the effect of rotating magnetic field


math:arxiv_193357

the norm game ( ng ) introduced by robert axelrod is a convenient frame to disccuss the time evoluti


math:arxiv_193362

we present applications of variational  wavelet approach to different forms of nonlinear ( rational


math:arxiv_193371

we formulate the self - consistent separable random - phase - approximation ( srpa ) method and spec


math:arxiv_193376

according to the lieb s theorem the ferromagnetic interaction in graphene - based materials with bip


math:arxiv_193385

we combine the coherent modified redfield theory ( cmrt ) with the equation of motion - phase matchi


math:arxiv_193394

techniques are introduced which determine the geometric structure of non - simple two - generator @x


math:arxiv_193429

we study the solutions to the wave equation in a two - dimensional tube of unit width comprised of t


math:arxiv_193442

we extend the effective theory approach to the ideal fluid limit where the polarization of the fluid


math:arxiv_193444

we consider the geometry of four spatial displacements , arranged in cyclic order , such that the re


math:arxiv_193447

the demonstration and use of nonlocality , as defined by bell s theorem , rely strongly on dealing w


math:arxiv_193460

we apply the differential equation method to the calculation of the total born cross section of the


math:arxiv_193462

we investigate exact travelling wave solutions of higher order nonlinear schrdinger equation in the


math:arxiv_193480

we theoretically and numerically study bogoliubov - wave turbulence in three - dimensional atomic bo


math:arxiv_193505

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


math:arxiv_193519

a formula is derived that allows the computation of one - loop mass shifts for self - dual semilocal


math:arxiv_193531

on the basis of the recently developed universal decline law of classical novae , we propose predict


math:arxiv_193536

we formulate low mach number fluctuating hydrodynamic equations appropriate for modeling diffusive m


math:arxiv_193537

quantum master equations usually describe the linear response of a driven dissipative system to an e


math:arxiv_193548

we study the low - frequency , long - wavelength dynamics of soft and semi - soft nematic elastomers


math:arxiv_193551

given a smooth oriented manifold @xmath0 with non - empty boundary , we study the pontryagin algebra


math:arxiv_193556

we provide an elementary proof of a formula for the number of northeast lattice paths that lie in a


math:arxiv_193572

noncommutative geometry in its many incarnations appears at the crossroad of various researches in t


math:arxiv_193590

we study algebraic synchronization trees , i.e. , initial solutions of algebraic recursion schemes o


math:arxiv_193607

we present a randomized iterative algorithm that exponentially converges in expectation to the minim


math:arxiv_193619

the finiteness properties of the @xmath0=4 supersymmetric yang  mills theory are reanalyzed both in


math:arxiv_193650

flow forming involves complicated tooling / workpiece interactions .
 purely analytical models of t


math:arxiv_193665

we find dynamical invariants for open quantum systems described by the non - markovian quantum state


math:arxiv_193671

classical systems of coupled harmonic oscillators are studied using the carati - galgani model .
 w


math:arxiv_193678

we demonstrate a scheme for the fourier synthesis of periodic optical potentials with asymmetric uni


math:arxiv_193685

given a compact manifold @xmath0 , the set of simple manifold structures on @xmath1 relative to the


math:arxiv_193715

we consider the cauchy problem for the nonlinear schrdinger equation on @xmath0 , @xmath1 , @xmath2


math:arxiv_193730

in this article , we present the analytical solution of the radial schrdinger equation for the hulth


math:arxiv_193732

ground - state properties of exotic even - even nuclei with extreme neutron - to - proton ratios are


math:arxiv_193739

we reconsider the 2d model for cugeo@xmath0 introduced previously ( phys .
 rev .
 lett .  79 , 16


math:arxiv_193746

the separation method developed earlier by us [ nucl .  phys .
 * a598 * 390 ( 1996 ) ] to calculat


math:arxiv_193748

we propose a model for the fluctuation dynamics of the local denaturation zones ( bubbles ) in doubl


math:arxiv_193755

we study the stability of the nuclear matter in a non - local nambu - jona - lasinio model .
 we wo


math:arxiv_193766

in this article we propose a solution to the measurement problem in quantum mechanics .
 we point o


math:arxiv_193768

motivated by recent progresses in nonequilibrium fluctuation relations , we present a generalized ti


math:arxiv_193777

entanglement between two qubits ( two level atoms ) mediated by surface plasmons in three - dimensio


math:arxiv_193795

strange matrix elements of the nucleon are calculated within the light - cone formulation of the mes


math:arxiv_193805

the result of this paper is the determination of the cohomology of artin groups of type @xmath0 and


math:arxiv_193808

we construct a contact 5-manifold supported by infinitely many distinct open books with the identity


math:arxiv_193815

we present a method to calculate nuclear matter properties in the superfluid phase .
 the method is


math:arxiv_193827

it is useful to study the space of all cosmological models from a dynamical systems perspective , th


math:arxiv_193836

we present a five - wave riemann solver for the equations of ideal relativistic magnetohydrodynamics


math:arxiv_193857

most general relativity textbooks devote considerable space to the simplest example of a black hole


math:arxiv_193863

the yamabe invariant is an invariant of a closed smooth manifold defined using conformal geometry an


math:arxiv_193884

by viewing a velocity gradient in a fluid as an internal disturbance and treating it as a constraint


math:arxiv_193889

we show that each of the topological 4-manifolds @xmath0 for @xmath1 admits a smooth structure which


math:arxiv_193916

we study the zero- and the finite - temperature behavior of the integrable spin-1/2 xxz periodic cha


math:arxiv_193940

we establish the relation between local stability of equilibria and slopes of critical curves for a


math:arxiv_193964

we study flat friedmann - lematre - robertson - walker @xmath0-attractor @xmath1- and @xmath2-models


math:arxiv_193968

we propose a method of calculation of the power spectrum of cosmological perturbations by means of a


math:arxiv_193980

we consider the problem of determining the initial heat distribution in the heat equation from a poi


math:arxiv_193985

the operad of framed little discs is shown to be equivalent to a cyclic operad .
 this answers a co


math:arxiv_194004

we investigate properties of the entropy density related to a generalized extensive statistics and d


math:arxiv_194008

first some old as well as new results about p.i .
 algebras , ore extensions , and degrees are pres


math:arxiv_194020

tensor models , generalization of matrix models , are studied aiming for quantum gravity in dimensio


math:arxiv_194022

we consider a nonlocal equation set in an unbounded domain with the epigraph property .
 we prove s


math:arxiv_194057

as is well - known , transition probabilities of jump markov processes satisfy kolmogorov s backward


math:arxiv_194087

a new coupling argument is introduced to establish driver s integration by parts formula and shift h


math:arxiv_194089

a theorem about asymptotic estimation of multiple integral of a special type is proved for the case


math:arxiv_194097

in the standard procedure for calculating the decay rate of a metastable vacuum the solution of the


math:arxiv_194119

the conjecture that the orbit - counting generating function for totally symmetric plane partitions


math:arxiv_194132

wave function collapse models are considered as the modified theories of standard quantum mechanics


math:arxiv_194183

the relation between energy and density ( known as the nuclear equation of state ) plays a major rol


math:arxiv_194184

in this paper we present some relevant dynamical properties of a 3d lotka - volterra system from the


math:arxiv_194194

the mobility of surface electrons localized over helium films underlying solid substrates has been e


math:arxiv_194198

in this paper , we solve the eigen solutions to some nonlinear spinor equations , and compute severa


math:arxiv_194203

for an element in an algebra - valued @xmath0-noncommutative probability space , equivalent conditio


math:arxiv_194221

we formulate a paradox in relation to the description of a joint entity consisting of two subentitie


math:arxiv_194224

the schrdinger equation , in hyperspherical coordinates , is solved in closed form for a system of t


math:arxiv_194228

this paper investigates coverage control for visual sensor networks based on gradient descent techni


math:arxiv_194232

this paper studies the linear stochastic partial differential equation of fractional orders both in


math:arxiv_194235

we discuss a formulation of quantum field theory on quantum space time where the perturbation expans


math:arxiv_194241

a novel approach to entanglement , based on the gelfand - naimark - segal ( gns ) construction , is


math:arxiv_194242

two equations are constructed which reflect , for fermions moving independently in a spherical harmo


math:arxiv_194245

frank adams introduced the notion of a complex oriented cohomology theory represented by a commutati


math:arxiv_194261

we expand fl@xmath0 with a unary connective whose algebraic counterpart is the operation that gives


math:arxiv_194271

for a finitely generated algebra over a field , the transcendence degree is known to be equal to the


math:arxiv_194275

the philosophy that  a projective manifold is more special than any of its smooth hyperplane section


math:arxiv_194276

we consider three notions of divisibility in the cuntz semigroup of a @xmath0-algebra , and show how


math:arxiv_194278

courcelle s theorem states that every problem definable in monadic second - order logic can be solve


math:arxiv_194316

we consider the dark energy model with barotropic equation of state , which interacts with dark matt


math:arxiv_194320

recently , a rigorous yet concise formula has been derived to evaluate the information flow , and he


math:arxiv_194321

let @xmath0 be a triangle - free graph with maximum degree at most 3 .
 staton proved that the inde


math:arxiv_194330

a new isomorphism invariant of matroids is introduced , in the form of a quasisymmetric function .


math:arxiv_194343

using green s hyperplane restriction theorem , we prove that the rank of a hermitian form on the spa


math:arxiv_194352

we show that all the time - dependent statistical properties of the rightmost points of a branching


math:arxiv_194363

we construct new models of black hole - neutron star binaries in quasiequilibrium circular orbits by


math:arxiv_194379

we study nonlinear schrdinger equations , posed on a three dimensional riemannian manifold @xmath0 .


math:arxiv_194383

monte carlo simulation of linear accelerators ( linacs ) depends on the accurate geometrical descrip


math:arxiv_194394

we introduce nonlinear attractive effects into a spatial prisoner s dilemma game where the players l


math:arxiv_194399

we study the geometry of algebraic monoids .
 we prove that the group of invertible elements of an


math:arxiv_194400

within the context of exoplanetary atmospheres , we present a comprehensive linear analysis of force


math:arxiv_194406

let @xmath0 be a prime . in this paper we give a proof of the following result : a valued field @xma


math:arxiv_194412

in this paper we study @xmath0-reversible area - preserving maps @xmath1 on a two - dimensional riem


math:arxiv_194423

this work consists in the asymptotic analysis of the solution of poisson equation in a bounded domai


math:arxiv_194428

the famous conjecture of v.ya.ivrii ( 1978 ) says that _ in every billiard with infinitely - smooth


math:arxiv_194430

a first - principles study of the birefringence and the frequency dependent second harmonic generati


math:arxiv_194446

with the help of the green function technique and the equation of motion approach , the electronic t


math:arxiv_194449

let @xmath0 be a compact torus acting on a compact symplectic manifold @xmath1 in a hamiltonian fash


math:arxiv_194450

the fluctuation theorems have remained one of the cornerstones in the study of systems that are driv


math:arxiv_194452

we prove the existence of a continuous family of positive and generally non - monotone travelling fr


math:arxiv_194454

we give a simple criterion when a gluck twisting an odd smooth @xmath0-manifold along a @xmath1-sphe


math:arxiv_194462

we study convergence to the invariant measure for a class of semilinear stochastic evolution equatio


math:arxiv_194466

we describe all smooth solutions of the two - function tt*-toda equations ( a version of the tt * eq


math:arxiv_194473

in this paper we address fano manifolds of dimension @xmath0 with a locally unsplit dominating famil


math:arxiv_194491

we derive the equations of motion for a planar rigid body of circular shape moving in a 2d perfect f


math:arxiv_194501

imaginary- and real - time versions of an equation for the condensate density are presented which de


math:arxiv_194506

particle oscillations following neutrino production processes are analysed within feynman s path amp


math:arxiv_194507

we formulate @xmath0 higher spin gravity as bf theory with fields taking values in @xmath1 algebra t


math:arxiv_194522

we show that for a wide class of manifold pairs @xmath0 satisfying @xmath1 , every @xmath2-injective


math:arxiv_194529

measurements of the growth index of linear matter density fluctuations @xmath0 provide a clue as to


math:arxiv_194555

1.0 cm 1.0 cm we test the quark mass dependence implemented in the quasiparticle dispersion relation


math:arxiv_194558

an estimation of the sensitivity to measure @xmath0-@xmath1 oscillations with the atlas detector is


math:arxiv_194565

we extend previous studies of the bcs canonical approach for the attractive hubbard model .
 a deri


math:arxiv_194595

we revise and extend the algorithm provided in @xcite to compute the finite connes distance between


math:arxiv_194609

for generic @xmath0 the space @xmath1 of @xmath2gons in @xmath3 with edges of lengths @xmath4 is a s


math:arxiv_194610

generalizing the collision term in the relativistic boltzmann equation to include nonlocal effects ,


math:arxiv_194624

we consider the biharmonicity condition for maps between riemannian manifolds ( see @xcite ) , and s


math:arxiv_194625

this paper presents a stochastic approach to theorems concerning the behavior of iterations of the b


math:arxiv_194638

functional renormalisation group approach is applied to a system of kaons at finite chemical potenti


math:arxiv_194650

a _ metrized complex of algebraic curves _ over an algebraically closed field @xmath0 is , roughly s


math:arxiv_194662

many gauge theory models on fuzzy complex projective spaces will contain a strong instability in the


math:arxiv_194668

we report on previously overlooked solutions of the usual gauge transformation equations that exhibi