2020年6期
刊物介绍
本刊是我国数学物理学界委托中国科学院武汉物理与数学研究所主办的，以刊登数学与物理科学的边缘学科中具有创造性的代表学科水平的科研成果为主的综合性学术刊物。读者对象是国内外本学科范围的科技工作者。
Acta Mathematica Scientia(English Series)
- CONTINUITY PROPERTIES FOR BORN-JORDAN OPERATORS WITH SYMBOLS IN H¨ORMANDER CLASSES AND MODULATION SPACES∗
- ASYMPTOTIC STABILITY OF A BOUNDARY LAYER AND RAREFACTION WAVE FOR THE OUTFLOW PROBLEM OF THE HEAT-CONDUCTIVE IEAL GAS WH SY*
- ON REFINEMENT OF THE COEFFICIENT INEQUALITIES FOR A SUBCLASS OF QUASI-CONVEX MPPG RL L RB*
- EXISTENCE OF SOULUTIONS FOR THE FRACTIONAL (p,q)-LAOLACIAN PROBLEMS INVOLVING A CRITICL SOBLEV EXPNN*
- RADIALLY SYMMETRIC SOLUTIONS FOR QUASILINEAR ELLIPTIC EQUATIONS INVOLVING NONHOMOGENEOUS OPERATORS IN AN ORLICZ-SOBOLEV SPACE SETTING∗
- ON VORTEX ALIGNMENT AND THE BOUNDEDNESS OF TH Lq-NORM OF VIRUICITY IN INCOMPRESSBLE VU FUD*
- SPECTRA OF COMPOSITION GROUPS ON THE WEIGHTED DIRICHLET SPACE OF THE UPPER HALF-PLANE∗
- GENERALIZED ROPER-SUFFRIDGE OPERATOR FOR ε STARLIKE AND BOUNDARY STARLIKE MAPPINGS∗
- STRONG EQUIVALENCES OF APPROXIMATION NUMBERS AND TRACTABILIY OF WEGHED NSP SV M*
- THE CAUCHY PROBLEM FOR THE TWO LAYER VISOUS SHALLOW WATER EQUATIONS*
- THE EXISTENCE OF A NONTRIVIAL WEAK SOLUTION TO A DOUBLE CRITICAL PROBLEM INVOLVING A FRACTOL LOL
- EXISTENCE AND MULTIPLICITY OF SOLUTIONS FOR A COUPLED SYSTEM OF KIRCHHOFF TYPE EQUATIONS∗
- GLOBAL OPTIMIZATION OF THE DIFFERENCE OF TWO INCREASING PLUS-CONVEX-ALONG-RAYS FUNCTIONS∗
- PARAMETRIC REPRESENTATIONS OF QUASICONFORMAL MAOOINGS*
- DYNAMIC FOR A STOCHASTIC MULTI-GROUP AIDS MODEL WITH SATURATED INCIDENCE RATE*
- ON THE COMPLETE 2-DIMENSIONAL λ-TRANSLATORS WITH A SECOND FUNDAMENTAL FORM OF CONSTANT LENGTH*
- VAR AND CTE BASED OPTIMAL REINSURANCE FROM A REINSURER'S PERSPECTIVE*
- THE DECAY ESTIMATES FOR MAGNETOHYDRODYNAMIC EQUATIONS WITH COULOMB FORCE*
- ASYMPTOTICS OF THE CROSS-VARIATION OF YOUNG INTEGRALS WITH RESPECT TO A GENERAL SELF-SIMILAR GAUSSIAN PROCESS∗
- EXISTENCE AND UNIQUENESS OF THE POSITIVE STEADY STATE SOLUTION FOR A LTKA-VTE PEDPY MD WIH CING*
- ON THE NUCLEARITY OF COMPLETELY 1-SUMMING MAPPING SPACES*
- ITˆO DIFFERENTIAL REPRESENTATION OF SINGULAR STOCHASTIC VOLTERRA INTEGRAL EQUATIONS∗