2022年5期
刊物介紹
本刊是我國數(shù)學(xué)物理學(xué)界委托中國科學(xué)院武漢物理與數(shù)學(xué)研究所主辦的，以刊登數(shù)學(xué)與物理科學(xué)的邊緣學(xué)科中具有創(chuàng)造性的代表學(xué)科水平的科研成果為主的綜合性學(xué)術(shù)刊物。讀者對象是國內(nèi)外本學(xué)科范圍的科技工作者。
Acta Mathematica Scientia(English Series)
- PHASE PORTRAITS OF THE LESLIE-GOWER SYSTEM*
- A GROUND STATE SOLUTION TO THE CHERN-SIMONS-SCHR?DINGER SYSTEM*
- ITERATIVE METHODS FOR OBTAINING AN INFINITE FAMILY OF STRICT PSEUDO-CONTRACTIONS IN BANACH SPACES*
- A NON-LOCAL DIFFUSION EQUATION FOR NOISE REMOVAL*
- BLOW-UP IN A FRACTIONAL LAPLACIAN MUTUALISTIC MODEL WITH NEUMANN BOUNDARY CONDITIONS*
- POSITIVE SOLUTIONS FOR A KIRCHHOFFEQUATION WITH PERTURBED SOURCE TERMS*
- EXTREMA OF A GAUSSIAN RANDOM FIELD:BERMAN’S SOJOURN TIME METHOD*
- LARGE TIME BEHAVIOR OF THE 1D ISENTROPIC NAVIER-STOKES-POISSON SYSTEM*
- EXISTENCE AND STABILITY OF PERIODIC AND ALMOST PERIODIC SOLUTIONS TO THEBOUSSINESQ SYSTEM IN UNBOUNDED DOMAINS*
- CHARACTERIZATION OF RESIDUATED LATTICES VIA MULTIPLIERS*
- LARGE TIME BEHAVIOR OF GLOBAL STRONG SOLUTIONS TO A TWO-PHASE MODEL WITH A MAGNETIC FIELD*
- LOCALIZED NODAL SOLUTIONS FOR SCHR?DINGER-POISSON SYSTEMS*
- GLEASON’S PROBLEM ON THE SPACE Fp,q,s(B) IN Cn*
- NUMERICAL ANALYSIS OF A BDF2 MODULAR GRAD-DIV STABILITY METHOD FOR THE STOKES/DARCY EQUATIONS*
- GENERALIZED ORLICZ-TYPE SLICE SPACES,EXTRAPOLATION AND APPLICATIONS*
- LIMIT THEOREMS FOR β-LAGUERRE AND β-JACOBI ENSEMBLES*
- A SUBSOLUTION THEOREM FOR THE MONGE-AMP`ERE EQUATION OVER AN ALMOST HERMITIAN MANIFOLD*
- RELAXED INERTIAL METHODS FOR SOLVING SPLIT VARIATIONAL INEQUALITY PROBLEMS WITHOUT PRODUCT SPACE FORMULATION*
- EXISTENCE RESULTS FOR THE KIRCHHOFF TYPE EQUATION WITH A GENERAL NONLINEAR TERM*
- GLOBAL STRUCTURE OF A NODAL SOLUTIONS SET OF MEAN CURVATURE EQUATION IN STATIC SPACETIME*
- PROBING A STOCHASTIC EPIDEMIC HEPATITIS C VIRUS MODEL WITH A CHRONICALLY INFECTED TREATED POPULATION*
- POINTWISE SPACE-TIME BEHAVIOR OF A COMPRESSIBLE NAVIER-STOKES-KORTEWEG SYSTEM IN DIMENSION THREE*
- GLOBAL WELL-POSEDNESS FOR THE FULL COMPRESSIBLE NAVIER-STOKES EQUATIONS*
- THE ASYMPTOTIC BEHAVIOR AND SYMMETRY OF POSITIVE SOLUTIONS TO p-LAPLACIAN EQUATIONS IN A HALF-SPACE*
- EXPONENTIAL STABILITY OF A MULTI-PARTICLE SYSTEM WITH LOCAL INTERACTION AND DISTRIBUTED DELAY*
- ERRATUM TO: SEEMINGLY INJECTIVE VON NEUMANN ALGEBRAS(Acta Mathematica Scientia,2021,41B(6): 2055–2085.)*