2021年2期
刊物介紹
本刊是我國數學物理學界委托中國科學院武漢物理與數學研究所主辦的，以刊登數學與物理科學的邊緣學科中具有創造性的代表學科水平的科研成果為主的綜合性學術刊物。讀者對象是國內外本學科范圍的科技工作者。
Acta Mathematica Scientia(English Series)
- MARTINGALE INEQUALITIES UNDER G-EXPECTATION AND THEIR APPLICATIONS
- MULTIPLICITY OF PERIODIC SOLUTIONS FOR SECOND ORDER HAMILTONIAN SYSTEMS WITH MIXED NONLINEARITIES
- THE TWO-LEVEL STABILIZED FINITE ELEMENT METHOD BASED ON MULTISCALE ENRICHMENT FOR THE STOKES EIGENVALUE PROBLEM
- EXISTENCE AND BOUNDEDNESS OF SOLUTIONS FOR SYSTEMS OF QUASILINEAR ELLIPTIC EQUATIONS
- S-ASYMPTOTICALLY BLOCH TYPE PERIODIC SOLUTIONS TO SOME SEMI-LINEAR EVOLUTION EQUATIONS IN BANACH SPACES
- THE ENDPOINT ESTIMATE FOR FOURIER INTEGRAL OPERATORS
- MAXIMUM PRINCIPLE FOR STOCHASTIC OPTIMAL CONTROL PROBLEM WITH DISTRIBUTED DELAYS
- TIME GLOBAL MILD SOLUTIONS OF NAVIER-STOKES-OSEEN EQUATIONS
- THE BALL-COVERING PROPERTY ON DUAL SPACES AND BANACH SEQUENCE SPACES
- ON GENERALIZED COMPLETE(p， q)-ELLIPTIC INTEGRALS
- A BRAY-BRENDLE-NEVES TYPE INEQUALITY FOR A RIEMANNIAN MANIFOLD
- MULTIPLE SIGN-CHANGING SOLUTIONS FOR A CLASS OF SCHR?DINGER EQUATIONS WITH SATURABLE NONLINEARITY
- ON THE DIFFERENTIAL AND DIFFERENCE INDEPENDENCE OF Γ AND ζ
- COMPARISON THEOREMS FOR MULTI-DIMENSIONAL GENERAL MEAN-FIELD BDSDES
- DYNAMICS OF A NONLOCAL DISPERSAL FOOT-AND-MOUTH DISEASE MODEL IN A SPATIALLY HETEROGENEOUS ENVIRONMENT
- PARAMETER ESTIMATION FOR AN ORNSTEIN-UHLENBECK PROCESS DRIVEN BY A GENERAL GAUSSIAN NOISE
- TWO WEIGHT CHARACTERIZATIONS FOR THE MULTILINEAR LOCAL MAXIMAL OPERATORS
- LONG-TIME BEHAVIOR FOR A THERMOELASTIC MICROBEAM PROBLEM WITH TIME DELAY AND THE COLEMAN-GURTIN THERMAL LAW
- ENTIRE FUNCTIONS REPRESENTED BY LAPLACE-STIELTJES TRANSFORMS CONCERNING THE APPROXIMATION AND GENERALIZED ORDER
- REDUCIBILITY FOR A CLASS OF ANALYTIC MULTIPLIERS ON SOBOLEV DISK ALGEBRA
- THE LEAST SQUARES ESTIMATOR FOR AN ORNSTEIN-UHLENBECK PROCESS DRIVEN BY A HERMITE PROCESS WITH A PERIODIC MEAN
- REGULARITY OF P-HARMONIC MAPPINGS INTO NPC SPACES