math:arxiv_104620

for any finite dimensional basic associative algebra , we study the presentation spaces and their re


math:arxiv_104634

off - diagonal geometric phases have been developed in order to provide information of the geometry


math:arxiv_104643

given a normal surface singularity @xmath0 and a birational morphism to a non - singular surface @xm


math:arxiv_104666

general formulation for the effective field theory with differential operator technique and the deco


math:arxiv_104681

we provide an explicit formula for the coefficient polynomials of a hermite diagonal differential op


math:arxiv_104687

two empirical formulae for the lepton and quark masses ( i.e. kartavtsev s extended koide formulae )


math:arxiv_104688

the electronic properties of a bricklayer model , which shares the same topology as the hexagonal la


math:arxiv_104694

we consider partially - connected @xmath0-user interference networks , where the transmitters have n


math:arxiv_104702

we analyze gap solitons in trapped bose - einstein condensates ( becs ) in optical lattice potential


math:arxiv_104708

we consider solutions to the linear wave equation @xmath0 on a suitable globally hyperbolic subset o


math:arxiv_104715

solutions to the maxwell - bloch equations for a @xmath0 system are computed using the single - soli


math:arxiv_104731

a new slender - body theory for viscous flow , based on the concepts of dimensional reduction and hy


math:arxiv_104736

we study solutions of the 2d ginzburg - landau equation @xmath0 subject to `` semi - stiff '' bounda


math:arxiv_104740

the delta conjecture of haglund , remmel , and wilson is a recent generalization of the shuffle conj


math:arxiv_104771

we report on a calculation of higgs - boson contributions to the decays @xmath0 and @xmath1 @xmath2


math:arxiv_104778

for two spatially anisotropic , su(2)-invariant models of frustrated magnets in arbitrary space dime


math:arxiv_104797

the photo - production of a pair of scalar particles in the presence of an intense , circularly pola


math:arxiv_104806

the friedman equation is solved for a universe containing hot - dark matter and cold dark matter . i


math:arxiv_104810

the so called gell - mann formula , a prescription designed to provide an inverse to the inn - wigne


math:arxiv_104823

the collision - free boltzmann equation is used in the context of brane-@xmath0 gravity to derive th


math:arxiv_104833

in this talk we explain the relation between the ( equivariant ) bloch - kato conjecture for special


math:arxiv_104835

we explain how , given a plane algebraic curve @xmath0 , @xmath1 not a singularity of @xmath2 w.r.t


math:arxiv_104836

we study the deeply virtual compton scattering off a spin - one particle , as the case for the coher


math:arxiv_104837

we prove a recent conjecture on the duality relation for correlation functions of the potts model fo


math:arxiv_104838

it is shown that the effect of transmission loss has often not been properly taken into account in t


math:arxiv_104842

we discuss some properties of the spectral triple @xmath0 describing the internal space in the nonco


math:arxiv_104844

following some strong argumentations of differential geometry in the landau s book , some correction


math:arxiv_104847

by the standard theory , the stable /@xmath0 divergence - free element converges with the optimal or


math:arxiv_104849

results from a numerical and analytical investigation of the solution of a nonlinear axially symmetr


math:arxiv_104862

the euler - maclaurin summation formula relates a sum of a function to a corresponding integral , wi


math:arxiv_104868

the spin frequency distribution of accreting millisecond x - ray pulsars cuts off sharply above 730


math:arxiv_104871

the many - body diffusion quantum monte carlo ( dmc ) method with twist - averaged boundary conditio


math:arxiv_104873

we investigate high density state of su(2 ) qcd in the case of the wilson fermions with iwasaki impr


math:arxiv_104882

the kohn - sham ( ks ) equations determine , in a self - consistent way , the particle density of an


math:arxiv_104885

gravitational collapse of a shell of dust in noncommutative geometry is probed by the renormalized g


math:arxiv_104889

we demonstrate counterexamples to wilmshurst s conjecture on the valence of harmonic polynomials in


math:arxiv_104893

the shear - transformation - zone ( stz ) theory of plastic deformation in glass - forming materials


math:arxiv_104897

we show that the riccati
 pad method is suitable for the calculation of the complex eigenvalues of


math:arxiv_104914

we present a manifestly rotational invariant formulation of the matrix product method valid for spin


math:arxiv_104921

polarized toric varieties which are birationally equivalent to projective toric bundles are associat


math:arxiv_104925

we calculate the probability of destruction of a metastable string by collisions of the goldstone bo


math:arxiv_104949

we prove the conjecture of chen , wang and liu in @xcite concerning how to calculate the parameter v


math:arxiv_104958

in continuum mechanics , the equations of motion for mixtures were derived through the use of a vari


math:arxiv_104975

the relations existing between the auxiliary field ( einbein field ) formalism and the spinless salp


math:arxiv_105004

we analyze statistical consequences of a conjecture that there exists a fundamental ( indivisible )


math:arxiv_105016

homogeneous isotropic gravitating models are discussed in the framework of gauge approach to gravita


math:arxiv_105020

for hexagonal nets , descriptive of \{111 } fcc surfaces , we derive from combinatoric arguments a s


math:arxiv_105024

the aim of the paper is to give a synthetic proof that in a symmetric minkowski plane the benz s ( g


math:arxiv_105046

for discrete - state stochastic systems obeying markovian dynamics , we establish the counterpart of


math:arxiv_105067

the equations of state for neutron matter , strange and non - strange hadronic matter in a chiral su


math:arxiv_105069

in this paper , we constrain dark energy models using a compendium of observations at low redshifts


math:arxiv_105086

we consider hamiltonian closures of the vlasov equation using the phase - space moments of the distr


math:arxiv_105100

we employ partial integro - differential equations to model trophic interaction in a spatially exten


math:arxiv_105103

exact particle - like static , spherically and/or cylindrically symmetric solutions to the equations


math:arxiv_105115

let @xmath0 be a compact riemmanian manifold of dimension @xmath1 .
 let @xmath2 be the semiclassic


math:arxiv_105122

the large - scale distribution of galaxies is generally analyzed using the two - point correlation f


math:arxiv_105125

we study an integro - differential equation that describes the slow erosion of granular flow .
 the


math:arxiv_105151

it is well known that multigrid methods are optimally efficient for solution of elliptic equations (


math:arxiv_105152

given a lagrangian submanifold in a symplectic manifold and a morse function on the submanifold , we


math:arxiv_105153

usually a riemannian geometry is considered to be the most general geometry , which could be used as


math:arxiv_105159

in this letter we summarize our analysis of bose - einstein condensation on closed robertson - walke


math:arxiv_105188

in this thesis , we study singular pseudo - differential operators defined by groupoids satisfying t


math:arxiv_105189

we review the derivation of the effective dirac equation for ultracold atoms in one - dimensional bi


math:arxiv_105195

we prove that the algebra @xmath0 of chord diagrams , the dual to the associated graded algebra of v


math:arxiv_105202

the energy - momentum relations for massive and massless particles are @xmath0 and @xmath1 respectiv


math:arxiv_105206

considering the finite volume of nucleons , a lagrangian density is given .
 the first order self -


math:arxiv_105214

using the relativistic version of landau theory of fermi liquid with @xmath0 and @xmath1 mesons exch


math:arxiv_105238

we investigate the existence of envelope soliton solutions in collisionless quantum plasmas , using


math:arxiv_105243

in 1940 , luis santal proved a helly - type theorem for line transversals to boxes in @xmath0 .
 an


math:arxiv_105246

we study a model of a multi - species ecosystem described by lotka - volterra - like equations .
 i


math:arxiv_105260

we review the theory of intrinsic geometry of convex surfaces in the euclidean space and prove the f


math:arxiv_105266

the landau levels of scalar qed undergo continuous transitions under a homogeneous , time - dependen


math:arxiv_105268

we propose and illustrate an approach to coarse - graining the dynamics of evolving networks ( netwo


math:arxiv_105310

one step towards realistic kaluza - klein[like ] theories and a loop hole through the witten s `` no


math:arxiv_105342

a new , constructive proof with a small explicit constant is given to the erds - pyber theorem which


math:arxiv_105365

assuming that the universe contains a dark energy fluid with a constant linear equation of state and


math:arxiv_105366

firstly , a systematic procedure is derived for obtaining three - dimensional bound - state equation


math:arxiv_105367

starting from the description of space - time as a curved four - dimensional manifold , null gaussia


math:arxiv_105384

in this paper we analyze a nonlinear black  scholes model for option pricing under variable transact


math:arxiv_105403

the de broglie - bohm interpretation of quantum mechanics assigns positions and trajectories to part


math:arxiv_105413

by changing to an orthogonal basis , we give a short proof that the subfactor of the graded algebra


math:arxiv_105427

the bulk and shear viscosities of a pion gas is obtained by solving the relativistic transport equat


math:arxiv_105437

we derive a general formula of the reduced fidelity susceptibility when the reduced density matrix i


math:arxiv_105455

this paper proposes and analyzes two fully discrete mixed interior penalty discontinuous galerkin (


math:arxiv_105456

in a model with dynamical gluon mass , we investigate the bound states of two and three gluons via a


math:arxiv_105465

we show that the classification of simple finite group schemes over an algebraically closed field re


math:arxiv_105466

a classical limit theorem of stochastic process theory concerns the sample cumulative distribution f


math:arxiv_105470

a new singularity free model of anisotroipic compact star is proposed .
 the einstein field equatio


math:arxiv_105473

we present a numerically efficient method for the characterisation of a quantum process subject to d


math:arxiv_105477

we develop and analyse a numerical method for the time - fractional nonlocal thermistor problem . by


math:arxiv_105493

gdel s second incompleteness theorem is proved for herbrand consistency of some arithmetical theorie


math:arxiv_105494

the fredholm equations for one - dimensional two - component fermions with repulsive and with attrac


math:arxiv_105501

the linearised time dependent coupled gross - pitaevskii equations describing the long wavelength ex


math:arxiv_105510

we consider shape and topology optimization for fluids which are governed by the navier  stokes equa


math:arxiv_105517

under general conditions , the equation @xmath0 implicitly defines @xmath1 locally as a function of


math:arxiv_105518

the reducible specht modules for the hecke algebra @xmath0 have been classified except when @xmath1


math:arxiv_105567

a rectangular wilson loop with sides parallel to space and time directions is perturbatively evaluat


math:arxiv_105592

equations of gravity when projected on spacetime horizons resemble navier - stokes equation of a flu


math:arxiv_105599

the anisotropic 3d equation describing the pointlike particles diffusion in slender impermeable tube


math:arxiv_105608

we prove that the height of any algebraic computation tree for deciding membership in a semialgebrai


math:arxiv_105611

we offer a new construction of lagrangian submanifolds for the gopakumar - vafa conjecture relating


math:arxiv_105614

we use quantum invariants to define a 3-manifold invariant @xmath0 which lies in the non - negative


math:arxiv_105625

we consider the dirac equation in the magnetic - solenoid field ( the field of a solenoid and a coll


math:arxiv_105640

we present a method for calculating the full current noise spectrum @xmath0 for the class of nano -


math:arxiv_105653

a haldane conjecture is revealed for spin - singlet charge modes in @xmath0-component fermionic cold


math:arxiv_105662

the influence of optical scattering and thermal radiation models an the yarkovsky - okeefe - radziev


math:arxiv_105677

we asymptotically derive a non - linear langevin - like equation with non - gaussian white noise for


math:arxiv_105679

we give a proof of the sxp rule expressing the plethysm @xmath0 of a schur function and a power sum


math:arxiv_105690

a novel energy minimization formulation of electrostatics that allows computation of the electrostat


math:arxiv_105697

the resonant transmission of a moving particle which interacts with an one - dimensional array of @x


math:arxiv_105700

we generalize the ham sandwich theorem to @xmath0 measures on @xmath1 as follows .
 let @xmath2 be


math:arxiv_105726

the semi - discrete convolution with the box spline is an important tool in approximation theory .


math:arxiv_105735

we consider the use of a traveling wave probe to continuously measure the quantum state of an atom i


math:arxiv_105759

we obtain exact solutions of the one - dimensional schrdinger equation for some families of associat


math:arxiv_105787

solutions of geodesic equations describing propagation of gravitons in the bulk are studied in a cos


math:arxiv_105792

the quark dynamics inside light mesons , except pseudoscalar ones , can be quite well described by a


math:arxiv_105793

the formula for dark energy density derived by gurzadyan and xue is the only formula which provides


math:arxiv_105813

we study linearization models for continuous one - parameter semigroups of parabolic type .
 in par


math:arxiv_105820

in this paper , an intuitive mathematical formulation is provided to generalize the residual entangl


math:arxiv_105833

a new 5d thick brane solution is presented .
 we conjecture that the deduced thick brane is a plane


math:arxiv_105835

within a first - order framework , we comprehensively examine the role played by boundary conditions


math:arxiv_105843

by means of certain limit technique , two kinds of generalized darboux transformations are construct


math:arxiv_105853

in the paper a new class of exact localized solutions of dirac s equation in the field of a circular


math:arxiv_105854

@xmath0 gauge theory in the 2-index symmetric ( sextet ) and fundamental representations is consider


math:arxiv_105859

we delineate the properties of qcd matter at baryon density @xmath0 ( @xmath1 : nuclear saturation d


math:arxiv_105860

lifshitz and hyperscaling violating geometries , which provide a holographic description of non - re


math:arxiv_105882

we investigate constraints on dark energy fluctuations using type ia supernovae . if dark energy is


math:arxiv_105884

in this paper , we first classify singular fibers of proper @xmath0 stable maps of @xmath1-dimension


math:arxiv_105888

the piece - wise parabolic method ( ppm ) is applied to simulations of forced isotropic turbulence w


math:arxiv_105895

let @xmath0 be a holomorphic symplectic manifold , of dimension divisible by 4 , and @xmath1 an anti


math:arxiv_105902

we obtain a formula for the determinant of a block toeplitz matrix associated with a quadratic fermi


math:arxiv_105930

the most probable transition path in a one - dimensional overdamped system is rigorously proved to p


math:arxiv_105934

two dimensional quantum r@xmath0-gravity is formulated in the semiclassical method .
 the thermodyn


math:arxiv_105944

many alternative formulations of einstein s evolution have lately been examined , in an effort to di


math:arxiv_105953

we compare two different bilateral counterparty valuation adjustment ( bva ) formulas .
 the first


math:arxiv_105980

the klein - gordon equation in @xmath0-dimensions for a recently proposed kratzer potential plus rin


math:arxiv_105994

we present a detailed study of the two  body strong decays of light mesons . both the space part and


math:arxiv_106000

a representation theory of finite electromagnetic beams in free space is formulated by introducing a


math:arxiv_106014

it is known that two supermassive black holes ( smbhs ) can not merge in a spherical galaxy within a


math:arxiv_106024

a new approach to the contact to coated elastic materials is presented .
 a relatively simple numer


math:arxiv_106040

the ostrovsky  hunter equation governs evolution of shallow water waves on a rotating fluid in the l


math:arxiv_106058

analytical expressions for the transition probability and the energy spectrum of the @xmath0 schrdin


math:arxiv_106073

we study the evolution of cooperation in the prisoner s dilemma game , whereby a coevolutionary rule


math:arxiv_106082

in this study , the analytic expressions of the steady probability distribution of tumor cells were


math:arxiv_106093

given a group @xmath0 and an abelian @xmath1-algebra @xmath2 the antihomomorphisms @xmath3 are in on


math:arxiv_106098

we propose an exactly solvable model of one - dimensional anyons with competing @xmath0-function and


math:arxiv_106100

topological data analysis ( tda ) refers to an approach that uses concepts from algebraic topology t


math:arxiv_106113

carnot s theorem poses a fundamental limit on the maximum efficiency achievable from an engine that


math:arxiv_106116

we present new numerical cosmological solutions of the einstein field equations .
 the spacetime is


math:arxiv_106129

the different natures of approximate symmetries and their corresponding first integrals / invariants


math:arxiv_106131

let @xmath0 and @xmath1 be smooth ( real or complex ) manifolds , and let @xmath0 be equipped with s


math:arxiv_106139

we solve the duffin - kemmer - ptiau equation in the presence of a spatially one - dimensional symme


math:arxiv_106148

travelling solitary waves in the one - dimensional discrete nonlinear schrdinger equation ( dnlse )


math:arxiv_106159

we give again the proof of several classical results concerning the cyclotomic approach to fermat@xm


math:arxiv_106164

we establish an axiomatization for quantum processes , which is a quantum generalization of process


math:arxiv_106171

we study certain types of piecewise smooth lagrangian fibrations of smooth symplectic manifolds , wh


math:arxiv_106213

we prove that two natural definitions of residuality of families of @xmath0 sets are equivalent .


math:arxiv_106215

an interfacial approximation of the streamer stage in the evolution of sparks and lightning can be f


math:arxiv_106218

this article investigates the properties of the solutions of the dispersionless two - component burg


math:arxiv_106253

in the framework of the evolutionary dynamics of the prisoner s dilemma game on complex networks , w


math:arxiv_106261

a matrix formulation is derived for the calculation of the swimming speed and the power required for


math:arxiv_106269

following sutherland s work on one - dimensional integrable systems we formulate and study its two -


math:arxiv_106278

we consider a metapopulation version of the schelling model of segregation over several complex netw


math:arxiv_106289

the @xmath0 deformation of the @xmath1 superstring depends on a non - split @xmath2 matrix for the s


math:arxiv_106290

this work introduces a new inversion formula for analytical functions .
 it is simple , generally a


math:arxiv_106291

_ we extend noether s symmetry theorem to fractional action - like variational problems with higher


math:arxiv_106297

a theory of position of massive bodies is proposed that results in an observable quantum behavior of


math:arxiv_106306

we present a class of higher dimensional solutions to gauss - bonnet - maxwell equations in @xmath0


math:arxiv_106307

path integral monte carlo simulations have been used to study deuterium at high pressure and tempera


math:arxiv_106314

we classify the second order , linear , two by two systems for which the two fundamental theorems fo


math:arxiv_106318

in this short note , we show that the real function recently proposed by bruce j. west [ exact solut


math:arxiv_106331

nondegenerate geometry ( t - geometry ) with nonsymmetric world function is considered . in applicat


math:arxiv_106339

in this paper we undertake the error analysis of the time discretization of systems of forward - bac


math:arxiv_106347

we consider d - particles coupled to the cghs dilaton gravity and obtain the exact wormhole geometry


math:arxiv_106366

scattering equations for tree - level amplitudes are viewed in the context of string theory . to thi


math:arxiv_106378

we show how to derive a simple integrator for the langevin equation and illustrate how it is possibl


math:arxiv_106387

we prove a weyl harish - chandra integration formula for the action of a reductive dual pair on the


math:arxiv_106400

we investigate here the particle acceleration and high energy collision in the kerr geometry contain


math:arxiv_106405

in this paper , we will determine the topological types of hyperbolic 3-manifolds @xmath0 such that


math:arxiv_106410

we simulate convection near the solar surface , where the continuum optical depth is of order unity


math:arxiv_106418

the geometric analysis of the gyromotion for charged particles in a time - dependent magnetic field


math:arxiv_106433

we study the dynamics of skyrmions in dzyaloshinskii - moriya materials with easy - axis anisotropy


math:arxiv_106447

the cubic complex ginzburg - landau equation is one of the most - studied nonlinear equations in the


math:arxiv_106449

critical behavior of solitonic waveforms of bose - einstein condensates in optical lattices ( ol ) h


math:arxiv_106450

three - body resonances in the @xmath0 system have been studied within a framework of the @xmath1 co


math:arxiv_106460

we prove a paley - wiener theorem for a class of symmetric spaces of the compact type , in which all


math:arxiv_106478

the present study deals with spatially homogeneous and anisotropic bianchi type i cosmological model


math:arxiv_106482

we report our study of the optical pumping effect in absorption imaging of @xmath0na atoms in the @x


math:arxiv_106491

given a proper map @xmath0 , having cell - like point - inverses , from a manifold - without - bound


math:arxiv_106532

the alternative to the standard formulation of qpm in the infinite momentum frame is suggested .
 t


math:arxiv_106543

we investigate the self - consistent electrodynamic structure of a particle accelerator in the crab


math:arxiv_106545

i propose a system for automated theorem proving in higher order logic using deep learning and esche


math:arxiv_106549

a geometric approach to formulate the uncertainty principle between quantum observables acting on an


math:arxiv_106550

the dynamics of collisionless galaxy can be described by the vlasov - poisson system . by the jean s


math:arxiv_106562

the current formulation of the optimal scheduling of appliance energy consumption uses as optimizati


math:arxiv_106564

we investigate the quasinormal mode frequencies for the massless dirac field in static four dimensio


math:arxiv_106569

we study the schrdinger equation which comes from the paraxial approximation of the helmholtz equati


math:arxiv_106611

we show that the center of the goldman algebra associated to a closed oriented hyperbolic surface is


math:arxiv_106620

i introduce a new parametrization of a bosonic lax operator for the algebraic bethe ansatz method wi


math:arxiv_106623

we theoretically consider the amplification of thz radiation in a superlattice bloch oscillator . th


math:arxiv_106640

bicommutant categories are higher categorical analogs of von neumann algebras that were recently int


math:arxiv_106655

even within the constrained minimal supersymmetric standard model ( cmssm ) it is possible to induce


math:arxiv_106662

most parametrizations for dark energy involve the equation of state @xmath0 of the dark energy . in


math:arxiv_106680

on a riemannian or a semiriemannian manifold , the metric determines invariants like the levi - civi


math:arxiv_106682

motivated by the study of certain non linear free - boundary value problems for hyperbolic systems o


math:arxiv_106706

we provide further evidence for the nontrivial interplay between geometry and temperature in the cas


math:arxiv_106713

a microscopic theory of linear response based on the vlasov equation is extended to systems having s


math:arxiv_106739

we give a general construction for the classical limit of a quantum system defined in terms of gener


math:arxiv_106751

we have developed a coupled equations continuum model that explains the complex surface shapes obser


math:arxiv_106759

we outline briefly results and examples related with the bijectivity of the norm residue homomorphis


math:arxiv_106769

two examples of spectral triples with non - integer dimension spectrum are considered .
 these trip


math:arxiv_106775

let @xmath0 be a nontrivial finite subgroup of @xmath1 .
 suppose that the quotient singularity @xm


math:arxiv_106777

in this paper we define and study flexible links and flexible isotopy in @xmath0 .
 flexible links


math:arxiv_106787

in this paper , the annihilation of dark matter @xmath0 with nonzero equation of state @xmath1 was s


math:arxiv_106795

in this paper , we show that every quasiorder @xmath0 induces a nelson algebra @xmath1 such that the


math:arxiv_106808

we find a method to rewrite the equations of motion of scalar fields , generalized dbi field and qui


math:arxiv_106825

we present the first numerical solutions of the coupled einstein - maxwell equations describing rapi


math:arxiv_106829

we develop a graphical notation to introduce classical lie algebras .
 although this paper deals wi


math:arxiv_106845

we solve the rotational abrasion model of roth , marques and durian [ phys .
 rev .
 e ( 2010 ) ]


math:arxiv_106876

in this paper we use the strength of the constraint method in combination with a generalized borsuk


math:arxiv_106880

frw universe in rs ii braneworld model filled with a combination of dark matter and dark energy in t


math:arxiv_106884

chiral surface states in topological insulators are robust against interactions , non - magnetic dis


math:arxiv_106906

we model a charged anisotropic relativistic star with a quadratic equation of state . physical featu


math:arxiv_106910

higher than the lowest landau level contributions to magnetization and specific heat of superconduct


math:arxiv_106911

the qcd gluon equation of motion is solved approximately by means of the green function .
 this sol


math:arxiv_106930

we study the scattering of solitons in the nonlinear schrdinger equation on local inhomogeneities wh


math:arxiv_106947

we have studied natural purity @xmath0he single crystals and polycrystals between 10 and 600 mk usin


math:arxiv_106990

we developed a method to make gem foils with a spherical geometry .
 tests of this procedure and wi


math:arxiv_106993

in this paper we show how to combinatorically compute the rotation class of a large family of embedd


math:arxiv_107005

we conjecture a geometric criterion for determining whether supersymmetry is spontaneously broken in


math:arxiv_107015

when traditional linearised theory is used to study gravity - capillary waves produced by flow past


math:arxiv_107021

a leading - power factorization formula for weight functions relating the @xmath0 photon spectrum to


math:arxiv_107039

for a ( single - source ) multicast network , the size of a base field is the most known and studied


math:arxiv_107046

the collatz , or @xmath0 , conjecture claims that for every positive integer @xmath1 , there exists


math:arxiv_107047

we solve a long standing open problem concerning the structure of finite cycles in the category @xma


math:arxiv_107077

we give new proofs for the hardness amplification of efficiently samplable predicates and of weakly


math:arxiv_107081

degenerate fermi gases of atoms near a feshbach resonance show universal thermodynamic properties ,


math:arxiv_107082

we study the properties of an approximation of the laplace operator with neumann boundary conditions


math:arxiv_107087

we extended our formulation of causal dissipative hydrodynamics [ t. koide _
 et al . _ ,
 phys .


math:arxiv_107095

in the context of metric @xmath0 gravity , the geodesic deviation equation ( gde ) was first studied


math:arxiv_107130

in this paper we extend the shiryaev s quickest change detection formulation by also accounting for


math:arxiv_107131

a new analysis is presented for the direct - sequence code - division multiple access ( ds - cdma )


math:arxiv_107142

in 1996 , matheson and tarjan conjectured that any @xmath0-vertex plane triangulation with @xmath0 s


math:arxiv_107144

we investigate in this paper the superharmonic and subharmonic resonances of forced modified rayleig


math:arxiv_107145

employing time - dependent projection formalism , a fokker - planck equation with non - markovian tr


math:arxiv_107149

we examine the process of element segregation by gravity in giant elliptical galaxies and x - ray cl


math:arxiv_107157

this article considers estimation of constant and time - varying coefficients in nonlinear ordinary


math:arxiv_107160

we give the evolution and constraint equations on an asymmetrically embedded brane in the form of av


math:arxiv_107197

we use a set of schwinger - dyson equations for the ising model to check several random number gener


math:arxiv_107206

we employ hydrodynamic equations to investigate non - stationary channel flows of freely cooling dil


math:arxiv_107213

for a finite directed graph @xmath0 we determine the center of the cuntz - krieger @xmath1-algebra @


math:arxiv_107223

this paper considers a portfolio trading strategy formulated by algorithms in the field of machine l


math:arxiv_107224

we estimate the covariance in counts of almost - primes in @xmath0 $ ] , weighted by higher - order


math:arxiv_107249

we provide a formula for the number of edges of the hasse diagram of the independent subsets of the


math:arxiv_107254

in `` octonion algebra and its connection to physics '' @xcite an algorithm on octonions is brought


math:arxiv_107308

we study the cauchy problem for the sine - gordon equation in the semiclassical limit with pure - im


math:arxiv_107311

let @xmath0 be a hopf algebra in a braided rigid category @xmath1 . in the case
 @xmath1 admits a c


math:arxiv_107317

energies of four - quark systems with the tetrahedral geometry measured by the static quenched su(2


math:arxiv_107319

recently introduced constitutive equations for the rheology of dense , disordered materials are inve


math:arxiv_107320

the _ non - equilibrium _ self - consistent generalized langevin equation ( ne - scgle ) theory of i


math:arxiv_107327

+ 1 we study the spectral zeta functions associated to the radial schrdinger problem with potential


math:arxiv_107366

the prisoner s dilemma is the main game theoretical framework in which the onset and maintainance of


math:arxiv_107393

we show how to do gauge theory on the octonions and other nonassociative algebras such as ` fuzzy @x


math:arxiv_107399

bound states of the power - law and logarithmic potentials are calculated using a generalized pseudo


math:arxiv_107417

let @xmath0 be a connected reductive linear algebraic group over @xmath1 with an involution @xmath2


math:arxiv_107419

could the location of the maximum point for a positive solution of a semilinear poisson equation on


math:arxiv_107436

numerical methods are developed to simulate the wave propagation in heterogeneous 2d fluid / poroela


math:arxiv_107442

to address a question of whether the chiral magnetic current is a static polarization or a genuine f


math:arxiv_107444

the electromagnetic form factors of vector mesons are calculated in an explicitly poincar covariant


math:arxiv_107445

we investigate exact symmetries of a staggered fermion in d dimensions .
 the dirac operator is ref


math:arxiv_107456

we propose a formulation to obtain the line shape of a magnetic response with dissipative effects th


math:arxiv_107480

noncommutative field theories on moyal spaces can be conveniently handled within a framework of nonc


math:arxiv_107506

in this paper we analyze the dispersion property of some models involving schrdinger equations .
 f


math:arxiv_107507

i analyze the higgs mechanism at the graviton level inside the non - linear theory of massive gravit


math:arxiv_107508

we obtain the exceptional part of the eigenspectrum of the generalised rabi model , also known as th


math:arxiv_107520

we study the extension of a phenomenologically successful quasiparticle model that describes lattice


math:arxiv_107521

these notes represent an extended version of a talk i gave for the participants of the imo  2009 and


math:arxiv_107528

we formulate a model for intermittent communications that can capture bursty transmissions or a spor


math:arxiv_107535

we address the problem of duality between the coloured extension of the quantised algebra of functio


math:arxiv_107544

the set of continuous norm - preserving stochastic schrdinger equations associated with the lindblad


math:arxiv_107558

the goal of this presentation is in paying attention to the 1d cylindrical version of the grad - sha


math:arxiv_107560

we propose a scheme to prepare arbitrary superpositions of quantum states in double quantum  dots ir


math:arxiv_107561

we derive theorems which outline explicit mechanisms by which anomalous scaling for the probability


math:arxiv_107565

an approximate killing field may be defined on a compact , riemannian geometry by solving an eigenva


math:arxiv_107572

the paper concerns numerical algorithms for solving the beltrami equation @xmath0 for a compactly su


math:arxiv_107600

we show that any exceptional non - trivial dehn surgery on a twist knot , except the trefoil , yield


math:arxiv_107616

we show that the string gas - a perfect fluid with the equation of state @xmath0 possesses rather in


math:arxiv_107637

maximal regularity is a fundamental concept in the theory of partial differential equations . in thi


math:arxiv_107641

leptogenesis with heavy neutrino flavours is discussed within a density matrix formalism .
 we writ


math:arxiv_107657

a goursat structure on a manifold of dimension@xmath0 is a rank two distribution @xmath1 such that d


math:arxiv_107668

a sequence of graphs is fo - convergent if the probability of satisfaction of every first - order fo


math:arxiv_107671

starting with the relativistic boltzmann equation where the collision term was generalized to includ


math:arxiv_107677

we consider a free boundary problem modeling electrostatic microelectromechanical systems .
 the mo


math:arxiv_107687

in this article , we present an orthogonal basis expansion method for solving stochastic differentia


math:arxiv_107690

we present a discrete - time formulation for the autonomous learning conjecture .
 the main feature


math:arxiv_107709

we study random bipartite planar maps defined by assigning non - negative weights to each face of a


math:arxiv_107716

we consider parabolic equations with mixed boundary conditions and domain inhomogeneities supported


math:arxiv_107728

we formulate several criteria under which the symmetries associated with the killing and killing  ya


math:arxiv_107733

in this paper , definition of involute - evolute curve couple in galilean space is given and some we


math:arxiv_107736

the alcove model of the first author and postnikov uniformly describes highest weight crystals of se


math:arxiv_107737

we investigate how precisely we can determine the nature of dark energy such as the equation of stat


math:arxiv_107752

we define calabi - yau frobenius algebras over arbitrary base commutative rings .
 we define a hoch


math:arxiv_107757

the sensitivity conjecture , posed in 1994 , states that the fundamental measures known as the sensi


math:arxiv_107763

the main topic considered is maximizing the number of cycles in a graph with given number of edges .


math:arxiv_107769

we introduce the green s functions technique as an alternative theory to the quantum regression theo


math:arxiv_107770

a time - dependent global fiber - bundle model of fracture with continuous damage was recently formu


math:arxiv_107778

locally homogeneous cr - manifolds in dimension 3 were classified , up to local cr - equivalence , b


math:arxiv_107779

in this paper , we discuss several additional properties a power linear keller map may have .
 the


math:arxiv_107784

motivated by chudnovsky s structure theorem of bull - free graphs , abu - khzam , feghali , and mlle


math:arxiv_107797

a temporal - theoretic formalism for understanding game theory is described where a strict ordering


math:arxiv_107801

we show how to accelerate the direct solution of the boltzmann equation using graphics processing un


math:arxiv_107808

in this paper , we construct a new homology theory for semi - groups satisfying the self distributiv


math:arxiv_107815

we consider constant mean curvature surfaces with finite topology , properly embedded in three - spa


math:arxiv_107816

we propose a system of partial differential equations with a single constant delay @xmath0 describin


math:arxiv_107828

we investigate the spin diffusion and transport in a graphene monolayer on sio@xmath0 substrate by m


math:arxiv_107830

we investigate the one - dimensional propagation of waves in the anderson localization regime , for


math:arxiv_107831

we prove that for @xmath0-optimal fields ( a very large subclass of @xmath0-minimal fields containin


math:arxiv_107843

we explore the effects of a positive cosmological constant on astrophysical and cosmological configu


math:arxiv_107861

according to v.p.potapov , a classical interpolation problem can be reformulated in terms of a so -


math:arxiv_107864

we prove resolvent estimates for nontrapping manifolds with cusps which imply the existence of arbit


math:arxiv_107866

based on the orthogonal labastida - mario - ooguri - vafa conjecture made by l. chen & q. chen @xcit


math:arxiv_107869

this article deals with non - adiabatic processes ( i.e. processes excluded by the adiabatic theorem


math:arxiv_107893

we use notions and techniques of quantum field theory to formulate and investigate basic concepts an


math:arxiv_107904

in this paper , a semi - discrete spatial finite volume ( fv ) method is proposed and analyzed for a


math:arxiv_107908

we consider a hydrodynamic - type system of balance equations for mass and momentum closed by the dy


math:arxiv_107910

the standard derivations of electromagnetic energy and momentum in media take maxwell s equations as


math:arxiv_107927

a method to compute the scattering solutions of a spinless salpeter equation ( or a schrdinger equat


math:arxiv_107943

we propose a new method to solve the hartree - fock - bogoliubov equations for weakly bound nuclei w


math:arxiv_107946

on the basis of the periodic anderson model the microscopic ginzburg - landau equations for heavy -


math:arxiv_107947

the dual picture of quantum geometry provided by a spin  network state is discussed . from this pers


math:arxiv_107952

the new great development in physics could be related to the excited progress of a new mathematics :


math:arxiv_107969

we prove that if @xmath0 is a foliation of a compact manifold @xmath1 with all leaves compact subman


math:arxiv_107986

boundary interactions of closed - string with open - strings are examined intended to provide a cons


math:arxiv_107988

complete tensor - scalar and hydrodynamic equations are presented and integrated , for a self - grav


math:arxiv_107993

we construct the algebraic stack of formal groups and use it to provide a new perspective onto a rec


math:arxiv_107994

we study kazhdan  lusztig cells and the corresponding representations of right - angled coxeter grou


math:arxiv_108005

we study the charmonium spectrum using a complete one gluon exchange approach based on a relativisti


math:arxiv_108011

major observational efforts in the coming decade are designed to probe the equation of state of dark


math:arxiv_108027

we consider many - body problems in classical mechanics where a wide range of time scales limits wha


math:arxiv_108050

we study logamediate inflation in the context of @xmath0 teleparallel gravity .
 @xmath0-gravity is


math:arxiv_108062

in this paper we formulate in general terms an approach to prove strong consistency of the _ empiric


math:arxiv_108065

geometry constrains but does not dictate the topology of the @xmath0dimensional space . in a locally


math:arxiv_108067

we establish a connection between compactness of hankel operators and geometry of the underlying dom


math:arxiv_108082

a phenomenological approach is presented that allows one to model , and thereby interpret , photoemi


math:arxiv_108088

we discuss the problem of polarized radiative transfer in general relativity .
 we present a set of


math:arxiv_108101

we prove that every finite lattice @xmath0 can be embedded in a three - generated _ finite _ lattice


math:arxiv_108119

recent studies have presented the interpretation of thermodynamic enthalpy for the mass of btz black


math:arxiv_108132

the classical brill - noether theorems count the dimension of the family of maps from a general curv


math:arxiv_108135

we study the geometry and topology of two infinite families @xmath0 of sasaki - einstein seven - man


math:arxiv_108148

we study the numerical differentiation formulae for functions given in grids with arbitrary number o


math:arxiv_108161

in @xcite a nonperturbative proof of the g - theorem of affleck and ludwig was put forward . in this


math:arxiv_108169

we study the spherical collapse model for several dark energy scenarios using the fully nonlinear di


math:arxiv_108170

the nonperturbative quantization technique  la heisenberg is applied for non - abelian gauge theorie


math:arxiv_108192

we reconsider the euler - lagrange equation for the skyrme model in the hedgehog ansatz and study th


math:arxiv_108262

in this paper we prove the global existence and uniqueness of the low regularity solutions to the ca


math:arxiv_108267

in a general framework that has been labeled the `` gauging of equations method '' , we study the di


math:arxiv_108268

we solve einstein equations coupled to a complex scalar field with infinitely large self - interacti


math:arxiv_108271

we prove involutivity of einstein , einstein - maxwell and other field equations by calculating the


math:arxiv_108278

nonlinear resonant structures consisting of coupled ring resonators can be modeled by difference - d


math:arxiv_108306

we present results from a calculation of the qcd equation of state with two light ( up , down ) and


math:arxiv_108321

three low - valence layered nickelates with general formula la@xmath0ni@xmath1o@xmath2 ( @xmath3=0.0


math:arxiv_108327

with this work we elaborate on the physics of quantum noise in thermal equilibrium and in stationary


math:arxiv_108365

equations for the electron green s function of the two - dimensional hubbard model , derived using t


math:arxiv_108366

we consider ill - posed linear operator equations with operators acting between banach spaces . for


math:arxiv_108373

the possibility of different interpretations of the stochastic term ( or calculi ) in the overdamped


math:arxiv_108379

a quantum fluctuation theorem for a driven quantum subsystem interacting with its environment is der


math:arxiv_108387

let @xmath0 be a plane smooth cubic curve over a finitely generated field @xmath1 .
 the mordell -


math:arxiv_108399

we analyze the existence , stability , and internal modes of _ gap solitons _ in nonlinear periodic


math:arxiv_108416

in 1987 , j. h. elton  @xcite , has proved the first fundamental result in convergence of ifs , the


math:arxiv_108420

starting from the ( polyakov- ) nambu - jona - lasinio lagrangian , ( p)njl , we formulate a transpo


math:arxiv_108453

we consider the impact of the heidelberg - moscow claim for a detection of neutrino mass on the dete


math:arxiv_108476

using a plaquette formulation for lattice gauge models we describe monopoles of the three dimensiona


math:arxiv_108487

we used the gross  pitaevskii equations to investigate ferromagnetic resonance in spin-1 bose
 eins


math:arxiv_108495

we study aspects related to kontsevich s homological mirror symmetry conjecture @xcite in the case o


math:arxiv_108498

we consider the corrections to the boltzmann theory of electrical transport arising from the coulomb


math:arxiv_108523

we present a method for calculating the transmission spectra , dispersion , and time delay character


math:arxiv_108535

we show that the class of groups satisfying the k- and l - theoretic farrell - jones conjecture is c


math:arxiv_108541

we prove a conjecture of brundan and kleshchev on the nilpotency degree of cyclotomic quotients of r


math:arxiv_108551

geodesic deviation is the most basic manifestation of the influence of gravitational fields on matte


math:arxiv_108562

we propose a method , based on a generalized heisenberg algebra ( gha ) , to reproduce the anharmoni


math:arxiv_108569

we present a mathematical formulation of old teleportation protocol ( original teleportation protoco


math:arxiv_108587

in this paper we present a methodology employing statistical analysis and stochastic geometry to stu


math:arxiv_108593

temperley - lieb algebras have been generalized to @xmath0 web spaces . since
 a cubic bipartite pl


math:arxiv_108602

by using the homfly skein theory . we prove a strong integrality theorem for the reduced colored hom


math:arxiv_108603

we study a three - wave truncation of the high - order nonlinear schrdinger equation for deep - wate


math:arxiv_108606

the conventional clausius - mossotti polarization equation of state is known to be unstable for pola


math:arxiv_108607

we classify the graphs that can occur as the graph of rational preperiodic points of a quadratic pol


math:arxiv_108612

in this work the exact friedmann - robertson - walker equations for an elko spinor field coupled to


math:arxiv_108657

we make use of the recent proof that the critical probability for percolation on random voronoi tess


math:arxiv_108683

given a symplectic cohomology class of degree @xmath0 , we define the notion of an `` equivariant ''


math:arxiv_108704

we find numerical solutions of einstein equations and scalar field equation for a global defect in h


math:arxiv_108705

we present an ordinary case in the momentum diffusion equation for the electron spectrum evolution a


math:arxiv_108706

we categorify lusztig s @xmath0  a version of the quantized enveloping algebra @xmath1 . using a gra


math:arxiv_108714

one of the longstanding problems in universal algebra is the question of which finite lattices are i


math:arxiv_108738

modified quark fragmentation functions in deeply inelastic @xmath0 collisions and their qcd evolutio


math:arxiv_108742

the isospin - dependence of mechanical and chemical instabilities is investigated within a thermal a


math:arxiv_108759

we generalize a landauer - type formula , using a real@xmath0spin - space green function technique ,


math:arxiv_108763

we study the gross - pitaevskii equation with an attractive delta function potential and show that i


math:arxiv_108777

the ladder - rainbow truncation of the set of dyson
 schwinger equations is used to study the pion


math:arxiv_108783

given a finite collection @xmath0 of convex @xmath1-polytopes in @xmath2 ( @xmath3 ) , we consider a


math:arxiv_108786

we generalize recent work on parametric resonances for nonlinear schrdinger ( nls ) type equations t


math:arxiv_108789

we have investigated the bulk and surface electronic structures and band topology of tlbis@xmath0 as


math:arxiv_108792

we present and analyze stochastic nonlinear differential equations generating signals with the power


math:arxiv_108797

gribov s scenario of supercritical charges in qcd is investigated .
 we perform a numerical study o


math:arxiv_108811

quantum - field - theoretic descriptions of interacting condensed bosons have suffered from the lack


math:arxiv_108849

astrophysical reaction rates are sensitive to the parity distribution at low excitation energies .


math:arxiv_108870

given a toric metrized @xmath0-divisor on a toric variety over a global field , we give a formula fo


math:arxiv_108882

we prove the existence of non - decaying real solutions of the johnson equation , vanishing as @xmat


math:arxiv_108894

we propose a new adaptive particle - in - cloud ( ap - cloud ) method for obtaining optimal numerica


math:arxiv_108904

the study of nowhere - zero flows began with a key observation of tutte that in planar graphs , nowh


math:arxiv_108907

the paper shows deep connections between exotic smoothings of a small @xmath0 ( the spacetime ) , th


math:arxiv_108909

the time development of a model of ( 2 + 1)-dimensional torus universe is studied based on backgroun


math:arxiv_108939

the gas equation of state may be one of the critical factors for the disk instability theory of gas


math:arxiv_108951

transparent boundary conditions for the time - dependent schrdinger equation are implemented using t


math:arxiv_108965

we give explicit equations for the simplest towers of drinfeld modular curves over any finite field


math:arxiv_108967

a class of exact solutions of einstein s equations is analysed which describes uniformly acceleratin


math:arxiv_108978

we present a new viewpoint ( namely , reproducing kernels ) and new proofs for several recent result


math:arxiv_108984

in _ ab initio _ molecular dynamics simulations of real - world problems , the simple verlet method


math:arxiv_108988

we present the results of using the computer algebra program cadabra to develop riemann normal coord


math:arxiv_109012

we study the heisenberg model in an external magnetic field on curved surfaces with rotational symme


math:arxiv_109017

tropical varieties play an important role in algebraic geometry .
 the bergman complex @xmath0 and


math:arxiv_109022

we consider thermal conduction across a general nonlinear phononic junction . based on two - time ob


math:arxiv_109025

we consider electronic transport through a single - molecule junction where the molecule has a degen


math:arxiv_109051

we demonstrate the use of several tools from algebraic combinatorics such as young tableaux , symmet


math:arxiv_109070

in this paper we study disease spread over a randomly switched network , which is modeled by a stoch


math:arxiv_109072

the influence of small additive noise on structure formation near a forwards and near an inverted bi


math:arxiv_109083

in this paper , we present a correct proof of an @xmath0-inequality concerning the polar derivative


math:arxiv_109093

these are expanded notes from three survey lectures given at the 14th international conference on re


math:arxiv_109109

we present a kam theorem for presymplectic dynamical systems .
 the theorem has a  a posteriori " f


math:arxiv_109113

the stability of an expanding parton plasma is analyzed within quasi - particle models .
 the effec


math:arxiv_109115

we study the dynamics and topology of an emerging magnetic flux concentration using high spatial res


math:arxiv_109127

we investigate the structure of trees that have minimal algebraic connectivity among all trees with


math:arxiv_109151

for the family of nonlinear schrdinger equations derived by h .- d .
 doebner and g.a .
 goldin (


math:arxiv_109152

neural population equations such as neural mass or field models are widely used to study brain activ


math:arxiv_109159

the real solutions to a system of sparse polynomial equations may be realized as a fiber of a projec


math:arxiv_109161

the plane - wave decomposition method ( pwdm ) , a widely used means of numerically finding eigensta


math:arxiv_109163

we study the stability of patterns arising in rotating convection in weakly anisotropic systems usin


math:arxiv_109169

we prove a new lower bound for the first eigenvalue of the dirac operator on a compact riemannian sp


math:arxiv_109171

the low energy photoemission spectra in quantum antiferromagnets are studied by using several approx


math:arxiv_109175

we study the dynamics of non interacting thermal atoms embedded in structured optical lattices with


math:arxiv_109176

in @xcite it was shown that the kochen specker theorem can be written in terms of the non - existenc


math:arxiv_109177

we perform a numerical study of the phase transitions in three - dimensional @xmath0 lattice gauge t


math:arxiv_109192

we prove a conjecture of przytycki which asserts that the @xmath0-quandle of a link @xmath1 in the 3


math:arxiv_109202

iterative methods on irregular grids have been used widely in all areas of comptational science and


math:arxiv_109206

we develop a constructive method to derive exactly solvable quantum mechanical models of rational (


math:arxiv_109224

a theoretical derivation is given for the formula describing @xmath0-electron ionization of atom by


math:arxiv_109225

it is shown that that the volume free electron laser is a self - phase - locking system .
 equation


math:arxiv_109227

let @xmath0 be a simple 3-manifold such that one component of @xmath1 , say @xmath2 , has genus at l


math:arxiv_109231

the equilibrium geometry , harmonic frequency and dissociation energy of lanthanum monochloride have


math:arxiv_109236

numerical relativity simulations of compact binaries with the z4c and bssnok formulations are compar


math:arxiv_109241

by using the nikiforov - uvarov method , we give the approximate analytical solutions of the dirac e


math:arxiv_109251

we study the structure and evolution of the internet s autonomous system ( as ) interconnection topo


math:arxiv_109257

we study the propagation of cold - atom wave packets in an interferometer with a mach - zehnder topo


math:arxiv_109261

molecular dynamics simulations and a stochastic fokker - planck equation based approach are used to


math:arxiv_109267

the formula of gell - mann and low can be applied to both the stark effect and superconductivity .


math:arxiv_109270

the quantum - classical liouville equation provides a description of the dynamics of a quantum subsy


math:arxiv_109281

the mass - loss properties of carbon agb stars are not very well constrained at present .
 a variet


math:arxiv_109284

we study the stability , propagation and interactions of braid states in models of quantum gravity i


math:arxiv_109287

the linear stability analysis of an optically thin plasma where a general reaction proceeds , includ


math:arxiv_109327

in this paper , we study the moore  gibson  thompson equation in @xmath0 , which is a third order in


math:arxiv_109329

we recast the system of einstein field equations for locally rotationally symmetric spacetimes into


math:arxiv_109338

we study the constraints that the detection of a non - trivial spatial topology may place on the par


math:arxiv_109364

we studied spatial prisoner s dilemma and stag hunt games where both the strategy distribution and t


math:arxiv_109389

in this paper we first establish global pointwise time - space estimates of the fundamental solution


math:arxiv_109395

let @xmath0 be a compact smooth manifold with boundary . in this article , we study the spaces @xmat


math:arxiv_109402

we prove that the cauchy problem for the dirac - klein - gordon equations in two space dimensions is


math:arxiv_109403

neutron stars ( nss ) in the astrophysical universe are often surrounded by accretion disks .
 accr


math:arxiv_109414

it is well - known that the traditional chinese remainder theorem ( crt ) is not robust in the sense


math:arxiv_109421

in the context of averaged cosmologies , the effective equations can be written in the form of `` re


math:arxiv_109424

in papers published in the 25 years following his famous 1964 proof john bell refined and reformulat


math:arxiv_109443

the renormalisation group is a versatile tool for the study of many systems where scale - dependent


math:arxiv_109459

in this article we describe a canonical way to expand a certain kind of @xmath0-colored regular grap


math:arxiv_109461

a statistical multistream description of quantum plasmas is formulated , using the wigner
 poisson


math:arxiv_109463

the dynamical evolution of superconducting cosmic string loops with specific equations of state desc


math:arxiv_109472

following coxeter we use barycentric coordinates in affine geometry to prove theorems on ratios of a


math:arxiv_109478

we develop a numerical scheme for solving time - domain maxwell s equation .
 the method is motivat


math:arxiv_109480

this paper concerns a method of selecting a subset of features for a sequential logit model .
 tana


math:arxiv_109487

schemes with the second - order approximation in time are considered for numerical solving the cauch


math:arxiv_109495

we derive the teukolsky equation for perturbations of a kerr spacetime when the spacetime metric is


math:arxiv_109500

we continue our exposition concerning the topology for multiply connected domains by introducing the


math:arxiv_109506

starting from a quantum kinetic theory for the spin dynamics in diluted magnetic semiconductors , we


math:arxiv_109518

we develop quaternionic analysis using as a guiding principle representation theory of various real


math:arxiv_109524

we review the proof of a conjecture concerning the reality of the spectra of certain @xmath0-symmetr


math:arxiv_109528

collapse , or a gravitational - like phase transition is studied in a microcanonical ensemble of par


math:arxiv_109546

we use a variation of a classical construction of a. hatcher to construct virtually all stable exoti


math:arxiv_109561

we show that , in the light - cone gauge , it is possible to derive in a very simple way the solutio


math:arxiv_109570

we investigate the schelling model of social segregation , formulated as an intrinsically non - equi


math:arxiv_109578

the principle of indirect elimination states that an algorithm for solving discretized differential


math:arxiv_109602

a path integral formalism for non - equilibrium systems is proposed based on a manifold of quasi - e


math:arxiv_109619

we classify simple representations of khovanov - lauda - rouquier algebras in finite type .
 the cl


math:arxiv_109622

time evolution is formulated and discussed in the framework of schrder s functional equation .  the


math:arxiv_109638

we study the minus order on the algebra of bounded linear operators on a hilbert space . by giving a


math:arxiv_109644

employing a limiting case of a conjecture for constructing piecewise separable - variables functions


math:arxiv_109651

in a previous paper @xcite we solved a countably infinite family of one - dimensional schrdinger equ


math:arxiv_109664

in their unpublished work , jockusch and propp showed that a 2-enumeration of antisymmetric monotone


math:arxiv_109667

the zero - temperature equation of state is analyzed in low - dimensional bosonic systems . in the d


math:arxiv_109671

we give explicit equations for the chow and hilbert quotients of a projective scheme @xmath0 by the


math:arxiv_109677

a novel method to generate and manipulate vector vortex beams in an integrated , ring resonator base


math:arxiv_109697

the oleinik inequality for conservation laws and aronson - benilan type inequalities for porous medi


math:arxiv_109727

we revisit ads@xmath0 heterotic compactifications on nearly khler manifolds in the presence of @xmat


math:arxiv_109739

in this paper we explain how morse theory for the yang  mills functional can be used to prove an ana


math:arxiv_109749

we present a determination of the shift @xmath0 due to the finite spatial box size @xmath1 by means


math:arxiv_109752

we study the two - band hubbard model in infinite dimensions by solving the dynamical mean - field e


math:arxiv_109761

we introduce a sequent calculus  , which has at most one formula on the right side of sequent , and


math:arxiv_109762

we define an invariant of graphs embedded in a three - manifold and a partition function for 2-compl


math:arxiv_109769

an interesting accident of nature is that the peak of the cosmic ray spectrum , for both protons and


math:arxiv_109779

we study the partition function of the model formulated with wilson fermions with only one species ,


math:arxiv_109793

rough sets are efficient for data pre - processing in data mining . matroids are based on linear alg


math:arxiv_109822

we have shown that it is possible to formulate the consistent and probability - preserving descripti


math:arxiv_109830

quantum systems in contact with an environment display a rich physics emerging from the interplay be


math:arxiv_109833

we give a canonical procedure associating to an algebraic number @xmath0 first a hyperelliptic curve


math:arxiv_109852

in this paper , we construct two lattices from the @xmath0 functions of @xmath1-surface @xmath2-pain


math:arxiv_109855

is a full hadron level monte carlo event generator for @xmath0 , @xmath1 and @xmath2 processes , whi


math:arxiv_109858

we describe the structure of solutions of the kinetic fokker - planck equations in domains with boun


math:arxiv_109883

we outline a proof of factorization in exclusive processes , taking into account the presence of sof


math:arxiv_109885

consider a compact riemannian manifold with boundary .
 if all maximally extended geodesics interse


math:arxiv_109909

let @xmath0 be the set of @xmath1-bridge knots @xmath2 , such that the group @xmath3 of @xmath4 is m


math:arxiv_109930

we show that the kervaire invariant one elements @xmath0 exist only for @xmath1 . by browder s theor


math:arxiv_109938

we consider a delay differential equation that occurs in the study of chronic myelogenous leukemia .


math:arxiv_109941

we show that global constraints on finite domains like _ all - different _ can be reformulated into


math:arxiv_109942

we propose the first algebraic determinantal formula to enumerate tilings of a centro - symmetric oc


math:arxiv_109948

in a scalar @xmath0 model , we exactly solve the vertex and @xmath1 propagator dyson - schwinger equ


math:arxiv_109973

we construct a @xmath0-dg structure on an algebra koszul dual to a zigzag algebra used by khovanov a


math:arxiv_109995

the internal structure of a slowly rotating , charged black hole that is undergoing mass inflation a


math:arxiv_109998

bursting x - ray binaries in globular clusters are ideal sources for measuring neutron star masses a


math:arxiv_109999

this paper considers the problem of identifying multivariate autoregressive ( ar ) sparse plus low -


math:arxiv_110028

this paper presents a new type of surface models constructed on the basis of finsler geometry .
 a


math:arxiv_110032

we consider solutions of the stochastic equation @xmath0 , where @xmath1 is a fixed constant , @xmat


math:arxiv_110046

in the focusing problem we study a solution of the porous medium equation @xmath0 whose initial dist


math:arxiv_110052

in this paper we prove some new fixed point theorems for multivalued mappings on orbitally complete


math:arxiv_110061

the theory of shock acceleration predicts the maximum particle energy to be limited only by the acce


math:arxiv_110064

by analogy with carleson s observation on cardy s formula describing crossing probabilities for the


math:arxiv_110067

we consider the wave equation for sound in a moving fluid with a fourth - order anomalous dispersion


math:arxiv_110088

in this paper we study some basic quantum confinement effects through investigation of a deformed ha


math:arxiv_110094

the dynamical behaviors of interacting dark energy in loop quantum cosmology are discussed in this p


math:arxiv_110103

stars form by the gravitational collapse of interstellar gas .
 the thermodynamic response of the g


math:arxiv_110115

we propose a formulation of lattice fermions with one - sided differences that is hermitian , chiral


math:arxiv_110122

the steiner tree problem can be stated in terms of finding a connected set of minimal length contain


math:arxiv_110132

we consider the continuous resonant  ( cr ) system of the 2d cubic nonlinear schrdinger ( nls ) equa


math:arxiv_110145

for each integer @xmath0 , johnson gave a @xmath1-manifold with heegaard splittings of genera @xmath


math:arxiv_110150

we construct a framework within which a mathematically precise , fully covariant , and exact averagi


math:arxiv_110151

we study the cooperative rupture of multiple adhesion bonds under shared linear loading .
 simulati


math:arxiv_110154

we study one - sided matching mechanisms where agents have vnm utility functions and report ordinal


math:arxiv_110171

ale and taub - nut ( or alf ) hyper - kahler four - manifolds can be naturally constructed as hyper


math:arxiv_110174

the microscopic formulas for the shear viscosity @xmath0 , the bulk viscosity @xmath1 , and the corr


math:arxiv_110188

in this paper we prove that all initially - smooth solutions of the euler - weil - petersson equatio


math:arxiv_110189

in a recent paper the so - called _ spectrum generating algebra _
 ( sga ) technique has been appli


math:arxiv_110191

tropical and idempotent analysis with their relations to the hamilton - jacobi and matrix bellman eq


math:arxiv_110194

we show that every closed , virtually fibered hyperbolic 3-manifold contains immersed , quasi - fuch


math:arxiv_110200

we calculate total masses and radii of neutron stars ( ns ) for pure neutron matter and nuclear matt


math:arxiv_110218

within a perturbative approach to quantum chromodynamics ( qcd ) , we show how to extend ordinary dg


math:arxiv_110219

a numerical and analytic treatment is presented here of the evolution of initial data of the kind th


math:arxiv_110225

in the spirit of the thin - layer quantization approach , we give the formula of the geometric influ


math:arxiv_110229

we calculate the structure properties of protoneutron star such as equation of state , maximum mass


math:arxiv_110241

we investigate the behavior of integral formulations of variable coefficient elliptic partial differ


math:arxiv_110264

on a @xmath0-dimensional contact manifold with boundary , a bypass attachment is an elementary chang


math:arxiv_110266

we calculate the excitation frequencies of the @xmath0 monopole and @xmath1 quadrupole modes in the


math:arxiv_110268

the bogoliubov - de gennes equations are solved for the coulomb bose gas describing a fluid of charg


math:arxiv_110277

we study laser induced spin - orbit ( so ) coupling in cold atom systems where lasers couple three i


math:arxiv_110284

we present an exact master equation for a central spin-@xmath0 system coupled to a spin-@xmath0 bath


math:arxiv_110297

a well - known method for calculating an approximation to the pair creation rate in the sauter - sch


math:arxiv_110299

the matrix 2x2 spectral differential equation of the second order is considered on x in ( @xmath0 )


math:arxiv_110300

the eigenvalue equation associated to the bohr - mottelson hamiltonian is considered in the intrinsi


math:arxiv_110302

we calculate the aslamazov - larkin term of the conductivity in the presence of a magnetic field app


math:arxiv_110307

we study the effect that the temperature structure has on the determination of the primordial helium


math:arxiv_110312

we have solved the einstein equations of general relativity for a class of metrics with constant spa


math:arxiv_110314

we prove an instance of the cyclic sieving phenomenon in non - crossing connected graphs , as conjec


math:arxiv_110319

the influence of an external test mass on the phase of the signal of an atom interferometer is studi


math:arxiv_110331

we propose a generalization of shgh conjectures to a smooth projective surface y : the so called seg


math:arxiv_110334

strangeness enhancement ( se ) in heavy ion collisions can be understood in the statistical model on


math:arxiv_110393

this paper deals with stability in the numerical solution of the prominent heston partial differenti


math:arxiv_110395

an elegant formula for coordinates of carbon atoms in a unit cell of a single - walled nanotube ( sw


math:arxiv_110403

we present a formulation of a matrix model which manifestly possesses the general coordinate invaria


math:arxiv_110416

we study a 1-dimensional xx chain under nonequilibrium driving and local dephasing described by the


math:arxiv_110430

given a closed , oriented surface @xmath0 , the algebraic intersection of closed curves induces a sy


math:arxiv_110434

isobaric multiplets can be used to provide reliable mass predictions through the isobaric multiplet


math:arxiv_110441

in this survey , we give an overview of brieskorn manifolds and varieties , and their role in contac


math:arxiv_110451

in the context of horndeski cosmologies , we consider a dynamical adjustment mechanism able to scree


math:arxiv_110460

we collect and improve many known results that relate conditions for actions of a discrete group on


math:arxiv_110487

fractional calculus and q - deformed lie algebras are closely related .
 both concepts expand the s


math:arxiv_110494

the exact ( closed form ) solutions of the equations of motion in the theory of general relativity t


math:arxiv_110500

we show that the formation of a magnon condensate in thin ferromagnetic films can be explained withi


math:arxiv_110510

we study the optimal transport between two probability measures on the real line , where the transpo


math:arxiv_110513

in @xcite a unified description as polynomial hamiltonian systems was established for a broad class


math:arxiv_110518

the purpose of this paper is to give a survey of the various versions of floer homology for manifold


math:arxiv_110548

the rate equation for exchange - driven aggregation of monomers between clusters of size @xmath0 by


math:arxiv_110558

we study numerically the evolution of bose - einstein condensate in the sinai oscillator trap descri


math:arxiv_110581

an elementary arbitrage principle and the existence of trends in financial time series , which is ba


math:arxiv_110618

specific features of orbital and spin structure of transition metal compounds in the case of the fac


math:arxiv_110633

in this paper , we contribute operator - splitting methods improved by the zassenhaus product for th


math:arxiv_110636

in this article , under very general conditions for one parameter holomorphic families of holomorphi


math:arxiv_110639

an outline of a proof of the decomposition of the linear metric perturbation into gauge - invariant


math:arxiv_110670

in this paper , we demonstrate that the modified emden type equation ( mee ) , @xmath0 , is integrab


math:arxiv_110681

a new formulation for the equation of motion of interacting dislocations is derived . from this solu


math:arxiv_110696

in the context of cosmological perturbation theory , we derive the second order boltzmann equation d


math:arxiv_110703

the hamiltonian for dynamic geometry generates the evolution of a spatial region along a vector fiel


math:arxiv_110736

a microscopic formalism is developed that includes the coupling to two particle - hole phonons in th


math:arxiv_110738

i give a brief account of gribov s scenario of supercritical charges in qcd .
 gribov s equation fo


math:arxiv_110769

we propose a microscopic hamiltonian together with a master equation description to model stochastic


math:arxiv_110788

we investigate the high harmonic generation ( hhg ) from solids by simulating the dynamics of a sing


math:arxiv_110790

in this paper , we study an inverse scattering problem at fixed energy on three - dimensional asympt


math:arxiv_110792

we study light transmission through a homeotropically oriented nematic liquid crystal cell and solve


math:arxiv_110798

a principled framework to generalize variational perturbation approximations ( vpa s ) formulated wi


math:arxiv_110800

the klein - gordon equation is used to calculate the zitterbewegung ( zb , trembling motion ) of spi


math:arxiv_110801

we present a numerical method for handling the resolution of a general transport equation for radiat


math:arxiv_110809

in this paper , we formulate statistical mechanics of the polymerized systems in the semiclassical r


math:arxiv_110816

in this paper we discuss the restrictions of the spacetime for the standard model of cosmology by us


math:arxiv_110839

we study codimension one foliations with singularities defined locally by bott - morse functions on


math:arxiv_110842

purely dissipative evolution equations are often cast as gradient flow structures , @xmath0 , where


math:arxiv_110867

we prove the conjectures on dimensions and characters of some quadratic algebras stated by b.l.feigi


math:arxiv_110868

recently , galley  [ phys .
 rev .  lett .
 * 110 * , 174301 ( 2013 ) ] proposed an initial value


math:arxiv_110899

we carefully analyze the renormalization group equations in the type i + ii seesaw scenario in the e


math:arxiv_110903

a heuristic but pedagogical derivation is given of an explicit formula which accurately reproduces t


math:arxiv_110922

in this work we introduce the notion of differential - algebraic ansatz for the heat equation and ex


math:arxiv_110942

in this paper the spectrum of quark - antiquark systems , including light mesons and tachyons , is s


math:arxiv_110973

in this article we construct a type of deformations of representations @xmath0 where @xmath1 is an a


math:arxiv_111006

variable selection for a multiple regression model ( noisy linear perceptron ) is studied with a mea


math:arxiv_111013

we get fractional symmetric fokker - planck and einstein - smoluchowski kinetic equations , which de


math:arxiv_111016

the paper considers a manifold  @xmath0 evolving under the ricci flow and establishes a series of gr


math:arxiv_111074

we present a new class of string theory solutions which are conjectured to be dual to the @xmath0 co


math:arxiv_111086

a phenomenological model is presented based on the formation of nuclear thermodynamic system during


math:arxiv_111088

we propose a new and simple discretization , named the modified virtual grid difference ( mvgd ) , f


math:arxiv_111096

we propose a box and ball system with a periodic boundary condition ( pbbs ) .
 the time evolution


math:arxiv_111100

the theory of complex dimensions describes the oscillations in the geometry ( spectra and dynamics )


math:arxiv_111103

spectroscopic observations of prominence eruptions associated with coronal mass ejections ( cmes ) ,


math:arxiv_111106

we consider the propagation of slow light with an orbital angular momentum ( oam ) in a moving atomi


math:arxiv_111113

diffraction in time of a particle confined in a box which its walls are removed suddenly at @xmath0


math:arxiv_111118

quantum vacua are characterized by the topological structure of their fermion zero modes .
 the vac


math:arxiv_111129

we investigate the signature of the lund - regge metric on spaces of simplicial three - geometries w


math:arxiv_111135

we test the robustness and flexibility of the chevallier - polarski - linder ( cpl ) parameterizatio


math:arxiv_111149

we use both numerical and analytical approaches to study the dynamics of the gravitational collapse


math:arxiv_111153

we report on recent study  @xcite of the role of the kinematical constraint in the ccfm equation and


math:arxiv_111154

we investigate the thermodynamics as well as thermodynamic geometry of chargeless btz black hole sol


math:arxiv_111158

an updated proof of a 1933 theorem of goeritz , exhibiting a finite set of generators for the group


math:arxiv_111161

the auxiliary field method is a new and efficient way to compute approximate analytical eigenenergie


math:arxiv_111167

a conjecture of halmos proved by choi and li states that the closure of the numerical range of a con


math:arxiv_111179

given positive numbers @xmath0 and a real number @xmath1 let @xmath2 be the @xmath3 matrix with its


math:arxiv_111181

inspired by patterns observed in mixtures of microtubules and molecular motors , we propose continuu


math:arxiv_111217

luminosity is an intrinsic property of radio pulsars related to the properties of the magnetospheric


math:arxiv_111220

it was conjectured by h.  zassenhaus that a torsion unit of an integral group ring of a finite group


math:arxiv_111231

a polynomial system with @xmath0 equations in @xmath0 variables supported on a set @xmath1 of @xmath


math:arxiv_111234

it is known that the vector space spanned by labeled rooted trees forms a hopf algebra .
 let @xmat


math:arxiv_111248

exact calculations of innermost stable circular orbit ( isco ) around rotating strange stars are per


math:arxiv_111259

we formulate a systematic elegant perturbative scheme for determining the eigenvalues of the helmhol


math:arxiv_111269

using the ope , we obtain new sum rules in the heavy quark limit of qcd , in addition to those previ


math:arxiv_111280

we propose a new method to study motions of mixtures in fluid interfaces . we extend the equations o


math:arxiv_111282

we calculate the casimir force for a fermionic quantum field in a piston geometry with three paralle


math:arxiv_111290

the generalized crank - nicolson method is employed to obtain numerical solutions of the two - dimen


math:arxiv_111291

we examine the algebraic structure of the matrix regularization for the wrapped membrane on @xmath0


math:arxiv_111292

three programs are presented for automatically generating and calculating feynman diagrams : the dia


math:arxiv_111303

we consider interactions of fermions with the domain wall bubbles produced during a first order phas


math:arxiv_111305

approximate solutions to functional evolution equations are constructed through a combination of ser


math:arxiv_111306

we study a colocated cell centered finite volume method for the approximation of the incompressible


math:arxiv_111317

tensor expression simplification is an  ancient " topic in computer algebra , a representative of wh


math:arxiv_111328

we introduce several associative algebras and families of vector spaces associated to these algebras


math:arxiv_111339

the markovian diffusion theory is generalized within the framework of the special theory of relativi


math:arxiv_111347

the equation of state of a one - dimensional classical nonrelativistic coulomb gas of particles in t


math:arxiv_111356

in this paper we consider huang
 li nonlinear financial system recently studied in the literature .


math:arxiv_111361

the contact angle of a macroscopic droplet on a heterogeneous but flat substrate is studied using th


math:arxiv_111374

let @xmath0 be an open , simply connected , and bounded region in @xmath1 , @xmath2 , and assume its


math:arxiv_111380

closed timelike curves ( ctcs ) appear in many solutions of the einstein equation , even with reason


math:arxiv_111389

we consider a new formulation of a class of synchronization error channels and derive analytical bou


math:arxiv_111392

let @xmath0 be a connected compact lie group acting on a manifold @xmath1 and let @xmath2 be a trans


math:arxiv_111423

we conjecture that any modification of general relativity can be studied by the minimal geometric de


math:arxiv_111424

in this paper we establish optimal solvability results    maximal regularity theorems    for the cau


math:arxiv_111437

we analyze the orbifolds that can be obtained as quotients of hyperbolic 3-manifolds admitting a hee


math:arxiv_111448

for air showers observed simultaneously by more than two imaging atmospheric cherenkov telescopes ,


math:arxiv_111462

we examine the sets of _ late points _ of a symmetric random walk on @xmath0 projected onto the toru


math:arxiv_111473

we adopt a reference - metric approach to generalize a covariant and conformal version of the z4 sys


math:arxiv_111481

this work is a sequel to our work the spin density matrix i : general theory and exact master equati


math:arxiv_111492

we introduce an algorithm which transforms every four - dimensional cubulation into an orientable cu


math:arxiv_111495

we apply the holographic principle and the equipartition law of energy to the apparent horizon of a


math:arxiv_111503

in this paper we study the generalized clifford algebra defined by pappacena of a monic ( with respe


math:arxiv_111530

michaelis - menten equation is a basic equation of enzyme kinetics and gives an acceptable approxima


math:arxiv_111532

recent work has shown that a mbius strip soap film rendered unstable by deforming its frame changes


math:arxiv_111538

we analyze dynamical consequences of a conjecture that there exists a fundamental ( indivisible ) qu


math:arxiv_111539

diquark correlations play an important role in hadron physics .
 the properties of diquarks can be


math:arxiv_111544

the paper investigates relationship between algebraic expressions and graphs .
 we consider a digra


math:arxiv_111549

we consider the problem of the construction of the acoustic structure of arbitrary geometry with pre


math:arxiv_111551

the cubic complex one - dimensional ginzburg
 landau equation is considered . using the hone s meth


math:arxiv_111555

the aim of this paper is to explain the construction by h. hironaka [ h.61 ] of a holomorphic ( in f


math:arxiv_111565

the vincent  phatak procedure for solving the momentum - space schrdinger equation with combined cou


math:arxiv_111567

we consider in this paper a simple oscillating quintom model of dark energy which has two free param


math:arxiv_111570

a full multigrid finite element method is proposed for semilinear elliptic equations .
 the main id


math:arxiv_111572

we have used dynamic monte carlo(dmc ) methods and analytical techniques to analyze single - file sy


math:arxiv_111573

using molecular dynamics simulations and integral equations we investigate the structure , the therm


math:arxiv_111575

this work deals with the structure of the isometry group of pseudo - riemannian 2-step nilmanifolds


math:arxiv_111579

we introduce a new class of noncommutative spectral triples on kellendonk s @xmath0-algebra associat


math:arxiv_111619

the effect of a varying pseudo - magnetic field , which falls as @xmath0 , on a two dimensional elec


math:arxiv_111644

thermal transport coefficients are independent of the specific microscopic expression for the energy


math:arxiv_111645

in this paper , we consider nonlocal schrdinger equations with certain potentials @xmath0 given by a


math:arxiv_111655

the non - monotonic beam energy dependence of the higher cumulants of net - proton fluctuations is a


math:arxiv_111661

we consider the relativistic quantum mechanics of a two interacting fermions system .
 we first pre


math:arxiv_111667

the features of vacuum particle creation in an external classical field are studied for simplest ext


math:arxiv_111672

event - by - event reconstruction of the collision geometry using some incarnation of the glauber -


math:arxiv_111674

the main purpose of the present paper is a study of orientations of the moduli spaces of pseudo - ho


math:arxiv_111675

global existence and scattering for the nonlinear defocusing schrdinger equation in 2 dimensions are


math:arxiv_111678

applying the techniques of an earlier paper with frenkel , we develop a geometric realization of spi


math:arxiv_111687

we formulate correlation functions for a one - dimensional interacting spinless fermion model at fin


math:arxiv_111688

numerical calculation of modes in dispersive and absorptive systems is performed using the finite el


math:arxiv_111689

this article is concerned with the integration of the time - dependent ginzburg
 landau ( tdgl ) eq


math:arxiv_111700

the shard intersection order is a new lattice structure on a finite coxeter group @xmath0 which enco


math:arxiv_111716

this paper is the companion article to [ _ ann .
 probab . _ * 39 * ( 2011 ) 779856 ] .
 we consid


math:arxiv_111726

this paper concerns the derivation of a fokker - planck equation for the correlation of two high fre


math:arxiv_111730

a method is presented to compute minimizers ( instantons ) of action functionals using arclength par


math:arxiv_111740

we survey geometrical and especially combinatorial aspects of generalized donaldson - thomas invaria


math:arxiv_111756

the population transfer dynamics of model donor - bridge - acceptor systems is studied by comparing


math:arxiv_111758

we study linear functionals on a clifford algebra ( algebra of majoranas ) equipped with a reflectio


math:arxiv_111777

in this contribution we will review our present understanding of the matter equation of state in the


math:arxiv_111781

causality creates an asymmetry between space and time , even though the wave equation treats them on


math:arxiv_111799

we study the scaling of decoherence of decoupled electron spin qubits due to hyperfine interaction .


math:arxiv_111805

we consider a spatially homogeneous advection - diffusion equation in which the diffusion tensor and


math:arxiv_111811

using the unintegrated gluon distribution obtained from numerical simulations of the balitsky - kovc


math:arxiv_111818

a xy heisenberg spin chain model with two perpendicular spins par site is mapped onto a kirchhoff th


math:arxiv_111821

the viewing geometry of the polar cp  tuc that better explains its optical and x - ray light curves


math:arxiv_111826

we perform a theoretical study of the dynamics of the electric field excitations in a microtubule by


math:arxiv_111834

we present results of statistical analysis of solar wind turbulence using an approach based on the t


math:arxiv_111845

the three - body continuum coulomb problem is treated in terms of the generalized parabolic coordina


math:arxiv_111864

_ in the recent paper @xcite , we classified closed geodesics on finsler manifolds into rational and


math:arxiv_111869

we give a description ( direct formulas ) of all complex geodesics in a convex tube domain in @xmath


math:arxiv_111876

we address the issue of generalizing the thermodynamic quantities via @xmath0-deformation , i.e. , v


math:arxiv_111883

energy dependent phase lags reveal crucial information about the causal relation between various spe


math:arxiv_111884

implementation of an editing process for content mathml formulas in common visual style is a real ch


math:arxiv_111910

we study amenability of algebras and modules ( based on the notion of almost - invariant finite - di


math:arxiv_111915

the convergence problem for scattering states is studied in detail within the framework of the algeb


math:arxiv_111950

ewens sampling formula ( esf ) is a one - parameter family of probability distributions with a numbe


math:arxiv_111956

we study the quantum electrodynamics of 2d and 3d dirac semimetals by means of a self - consistent r


math:arxiv_111972

cosmologists have embraced a particular ad hoc formula for the primordial power spectrum from inflat


math:arxiv_111973

we present a new categorical classification framework for d - brane charges on noncommutative manifo


math:arxiv_111974

we propose an efficient and fast numerical algorithm of finding a stationary solution of large syste


math:arxiv_112012

in this paper we prove the asymptotic formula for the moments of minkowski question mark function ,


math:arxiv_112016

we consider a family of discrete coagulation - fragmentation equations closely related to the one -


math:arxiv_112021

we investigate the processes leading to phase - space equilibration of parton distributions in nucle


math:arxiv_112033

let @xmath0 be the spherization of a closed connected manifold of dimension at least two . consider


math:arxiv_112047

a recently formulated statistical mechanics method is used to study the phase transition occurring i


math:arxiv_112051

we present a stochastic framework to study signal transmission in a generic two - step cascade @xmat


math:arxiv_112054

this work focuses on the numerical approximation of the shallow water equations ( swe ) using a lagr


math:arxiv_112056

a numerical investigation of a non - commutative field theory defined via the spectral action princi


math:arxiv_112057

a perturbative regime based on contortion as a dynamical variable and metric as a ( classical ) fixe


math:arxiv_112082

the kirillov  schilling  shimozono ( kss ) bijection appearing in theory of the fermionic formula gi


math:arxiv_112101

by introducing an additional operator into the action and using the feynman
 hellmann theorem we de


math:arxiv_112110

the time evolution of the two - time conditional probability of the classical stochastic process is


math:arxiv_112126

in this paper we study time - periodic solutions to advection - diffusion equations of a scalar quan


math:arxiv_112129

we develop a formalism that describes the bending and twisting of axoneme - like filament bundles .


math:arxiv_112146

a kinetic equation for the collisional evolution of stable , bound , self gravitating and slowly rel


math:arxiv_112157

we present a theoretical model for the propagation of non self - interacting atom laser beams .
 we


math:arxiv_112164

we propose and formulate an interaction induced staggered spin - orbit order as a new emergent phase


math:arxiv_112180

this paper considers the problem of approximating the inverse of the wave - equation hessian , also


math:arxiv_112188

bochner s theorem gives the necessary and sufficient conditions on a function such that its fourier


math:arxiv_112216

the functional it formula , firstly introduced by bruno dupire for continuous semimartingales , migh


math:arxiv_112220

we study the third quantization of the friedmann - robertson - walker cosmology with @xmath0-minimal


math:arxiv_112233

we extend the definition of the recently introduced valence bond entanglement entropy to arbitrary s


math:arxiv_112275

we give an explicit formula for the action of the dehn twist along a simple closed curve in a compac


math:arxiv_112299

we investigate the convergence of hitting times for jump - diffusion processes . specifically , we s


math:arxiv_112303

lobjet de ce texte est de montrer la conjecture @xmath0 pour certaines reprsentations semi - stables


math:arxiv_112315

in this article we introduce an asymptotic preserving scheme designed to compute the solution of a t


math:arxiv_112333

a bianchi type - i cosmological model in the presence of a magnetic flux along a cosmological string


math:arxiv_112335

this article describes the computation of cosmic microwave background anisotropies in a universe wit


math:arxiv_112340

the usual assumption one makes to define totally real or pseudoholomorphic immersions of real surfac


math:arxiv_112352

in this paper , we show that , for any integers @xmath0 and @xmath1 , there exist genus-@xmath2 heeg


math:arxiv_112355

the equation describing the capacitance of capacitors is determined .
 it is shown that by optimizi


math:arxiv_112390

we study the effects of a finite chemical potential on the occurrence of cavitation in a quark gluon


math:arxiv_112395

the second - grade fluid equations are a model for viscoelastic fluids , with two parameters : @xmat


math:arxiv_112397

we consider the maldacena conjecture applied to the near horizon geometry of a d1-brane in the super


math:arxiv_112412

an expression is given for the plethysm @xmath0 , where @xmath1 is the power sum of degree two and @


math:arxiv_112461

the @xmath0-adic kummer  leopoldt constant @xmath1 of a number field @xmath2 is ( assuming the leopo


math:arxiv_112464

+ in the last decade , stochastic models have shown to be very useful for quantitative modelling of


math:arxiv_112503

we demonstrate that an all - antiferromagnetic tunnel junction with current perpendicular to the pla


math:arxiv_112504

we classify the possible finite symmetries of conformal field theories with an affine lie algebra @x


math:arxiv_112513

this paper begins with an observation that the isospectral leaves of the signed toda lattice as well


math:arxiv_112524

the billiard motion inside an ellipsoid @xmath0 is completely integrable .
 its phase space is a sy


math:arxiv_112535

in this work we analyze the dynamics of collisionless self - gravitating systems described by the @x


math:arxiv_112539

in this report we consider the parameterization of low - dimensional manifolds that are specified (


math:arxiv_112554

a theory of the competition between fusion and quasi - fission in a heavy fusing system is proposed


math:arxiv_112561

in 1987 , c.  sabbah proved the existence of bernstein - sato polynomials associated with several an


math:arxiv_112563

motivated by the need to correct the potentially large kinematic errors in approximations used in th


math:arxiv_112565

we analyze the issue of anomaly - free representations of the constraint algebra in loop quantum gra


math:arxiv_112570

using the momentum dependence of the dressed quark mass and the well - known formulae for the mass d


math:arxiv_112571

a theorem of e. lerman and s. tolman , generalizing a result of t. delzant , states that compact sym


math:arxiv_112575

the analytic formulas for structure constants of @xmath0 algebra in terms of @xmath1 and @xmath2 sym


math:arxiv_112581

following the seminal result of an & evans , known as the central density slope  anisotropy theorem


math:arxiv_112587

first we prove a general spectral theorem for the linear navier - stokes ( ns ) operator in both 2d


math:arxiv_112589

with the aim of constraining the structural properties of neutron stars and the equation of state of


math:arxiv_112600

let @xmath0 be the @xmath1-character variety of @xmath2 where @xmath1 is a rank 1 complex affine alg


math:arxiv_112621

in the @xmath0-@xmath1 model , the electron fractionalization is unique due to the non - perturbativ


math:arxiv_112634

the paper gives the bounds on the solutions to a stein equation for the negative binomial distributi


math:arxiv_112635

we consider the problem of approximating the reachable set of a discrete - time polynomial system fr


math:arxiv_112637

challenging optimization problems , which elude acceptable solution via conventional calculus method


math:arxiv_112641

initial data are the starting point for any numerical simulation . in the case of numerical relativi


math:arxiv_112652

a strongly correlated electron system associated with the quantum superalgebra @xmath0 $ ] is studie


math:arxiv_112658

we obtain exact results for fractional equations of fokker - planck type using evolution operator me


math:arxiv_112662

the deterministic kpz equation has been recently formulated as a gradient flow , in a _ nonequilibri


math:arxiv_112665

some equivalence classes in symmetric group lead to an interesting class of noncommutive and associa


math:arxiv_112679

an important theorem of beck says that any point set in the euclidean plane is either `` nearly gene


math:arxiv_112686

we demonstrate the feasibility and efficiency of the coulomb - sturmian separable expansion method f


math:arxiv_112702

we compactify the spaces @xmath0 introduced by maxim kontsevich .
 the initial idea was to construc


math:arxiv_112707

moving grids are of interest in the numerical solution of hydrodynamical problems and in numerical r


math:arxiv_112718

we study einstein - yang - mills equations in the presence of gravitating non - topological soliton


math:arxiv_112722

the two - point function and the vacuum expectation value ( vev ) of the current density are investi


math:arxiv_112723

we address the inverse problem of lagrangian identification based on trajectories in the context of


math:arxiv_112729

the features of the inner products between all the types of real and complex - energy solutions of t


math:arxiv_112732

in this work , chaotic indicators , which have been established in the framework of classical mechan


math:arxiv_112742

chirped bessel waves are introduced as stable ( non - diffracting ) solutions of the paraxial wave e


math:arxiv_112747

in the ginzburg - landau equation , there are domain walls connecting two metastable states .
 the


math:arxiv_112752

recently , a quantum key exchange protocol that uses squeezed states was presented by gottesman and


math:arxiv_112768

for the nonlocal davey - stewartson i equation , the darboux transformation is considered and explic


math:arxiv_112789

we formulate a theory based on the time - dependent ginzburg landau ( tdgl ) theory and newtonian vo


math:arxiv_112795

we use the available two different self - consistent formulations of quasiparticle models and extend


math:arxiv_112796

it has long been conjectured that hypotheses spaces suitable for data that is compositional in natur


math:arxiv_112833

the asymptotic variety of a counterexample of pinchuk type to the strong real jacobian conjecture is


math:arxiv_112844

in this paper we describe a function @xmath0 such that for any hyperbolic n - manifold @xmath1 with


math:arxiv_112852

we study an initial value problem for the one - dimensional non - stationary linear schrdinger equat


math:arxiv_112853

we consider a particle dragged through a medium at constant temperature as described by a langevin e


math:arxiv_112856

cylindrical algebraic decomposition ( cad ) is a key tool for solving problems in real algebraic geo


math:arxiv_112863

we give a recursive formula for purely real welschinger invariants of the following real del pezzo s


math:arxiv_112864

the particle number projection method is formulated for density dependent forces and in particular f


math:arxiv_112869

the extended galileon models possess tracker solutions with de sitter attractors along which the dar


math:arxiv_112891

dynamics of the double - well bose - einstein condensate subject to energy dissipation is studied by


math:arxiv_112905

we employ the boltzmann equation for describing hadron production from a quark - gluon plasma ( qgp


math:arxiv_112917

we study the relationship between unit - distance representations and lovsz theta number of graphs ,


math:arxiv_112924

we prove that all correlations of the sequence of farey fractions exist and provide formulas for the