Acta Mathematica Scientia
  • 邮发代号:38-215
  • 出版地区:湖北
  • 开本尺寸:B5
  • 创刊时间:1981
  • 语言种类:英语 
  • 复合影响因子:0.32
  • 订价:984.00元/年
  • 综合影响因子:0.06

期刊简介

《Acta Mathematica Scientia》本刊级别:SCI核心期刊。是我国数学物理学界委托中国科学院武汉物理数学与数学研究所主办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。

《Acta Mathematica Scientia》本刊开展教育科学研究和学科基础理论研究,交流科技成果,促进学院教学、科研工作的发展,为教育改革和社会主义现代化建设做出贡献。

收录、荣誉

收录情况:

CSCD 中国科学引文数据库来源期刊(含扩展版)统计源期刊(中国科技论文优秀期刊)知网收录(中)维普收录(中)万方收录(中)SCI 科学引文索引(美)JST 日本科学技术振兴机构数据库(日)Pж(AJ) 文摘杂志(俄)剑桥科学文摘国家图书馆馆藏上海图书馆馆藏文摘与引文数据库文摘杂志数学文摘

期刊荣誉:

中国科技期刊优秀期刊中国期刊方阵双效期刊

部分目录

STOCHASTIC SIRS MODEL DRIVEN BY L?VY NOISE张向华;陈芙;王克;杜红

GROUND STATE TRAVELLING WAVES IN INFINITE LATTICES张鲁豫;马世旺

PARTIAL SCHAUDER ESTIMATES FOR A SUB-ELLIPTIC EQUATION魏娜;蒋永生;吴永洪

CLASSICAL SOLUTIONS OF GENERAL GINZBURG-LANDAU EQUATIONS陈淑红;郭柏灵

THE ASSOCIATED FAMILIES OF SEMI-HOMOGENEOUS COMPLETE HYPERBOLIC AFFINE SPHERES林至诚;王二小

OPTIMAL CONDITIONS OF GLOBAL EXISTENCE AND BLOW-UP FOR A NONLINEAR PARABOLIC EQUATION蒋毅;罗川

TIME PERIODIC SOLUTION TO THE COMPRESSIBLE NAVIER-STOKES EQUATIONS IN A PERIODIC DOMAIN金春花;杨彤

SOLUTIONS AND STABILITY OF A GENERALIZATION OF WILSON'S EQUATIONBouikhalene BELAID;Elqorachi ELHOUCIEN

STABILITY OF TIME-PERIODIC TRAVELING FRONTS IN BISTABLE REACTION-ADVECTION-DIFFUSION EQUATIONS盛伟杰

GLOBAL EXISTENCE OF WEAK SOLUTIONS TO THE NON-ISOTHERMAL NEMATIC LIQUID CRYSTALS IN 2D李进开;辛周平

GLOBAL STABILITY OF WAVE PATTERNS FOR COMPRESSIBLE NAVIER-STOKES SYSTEM WITH FREE BOUNDARY秦晓红;王腾;王益

PERIODIC OPTIMAL CONTROL PROBLEMS GOVERNED BY SEMILINEAR PARABOLIC EQUATIONS WITH IMPULSE CONTROL闫奇姝

GLOBAL ENTROPY SOLUTIONS TO AN INHOMOGENEOUS ISENTROPIC COMPRESSIBLE EULER SYSTEM曹文涛;黄飞敏;李天虹;于慧敏

BLOWUP CRITERION FOR THE COMPRESSIBLE FLUID-PARTICLE INTERACTION MODEL IN 3D WITH VACUUM丁时进;黄炳远;卢友波

THE VLASOV-POISSON-BOLTZMANN SYSTEM NEAR MAXWELLIANS FOR LONG-RANGE INTERACTIONS王路生;肖清华;熊林杰;赵会江

UNIFORM DECAY IN WEAKLY DISSIPATIVE TIMOSHENKO SYSTEM WITH INTERNAL DISTRIBUTED DELAY FEEDBACKSTijani A.APALARA

CARLESON MEASURES,RIEMANN-STIELTJES OPERATORS AND MULTIPLIERS ON F(p,q,s)SPACES IN THE UNIT BALL OF C~n彭茹;吴悠;邓方文

THE STABILITY OF STATIONARY SOLUTION FOR OUTFLOW PROBLEM ON THE NAVIER-STOKES-POISSON SYSTEM蒋咪娜;赖素华;尹海燕;朱长江

MECHANISM FOR THE TRANSITION FROM A REGULAR REFLECTION TO A MACH REFLECTION OR A VON NEUMANN REFLECTION吴法;戴晖辉;孔德兴

INVARIANT SUBSPACES AND GENERALIZED FUNCTIONAL SEPARABLE SOLUTIONS TO THE TWO-COMPONENT b-FAMILY SYSTEM闫璐;时振华;王昊;康静

INITIAL COEFFICIENT ESTIMATES FOR SOME SUBCLASSES OF M-FOLD SYMMETRIC BI-UNIVALENT FUNCTIONSH.M.SRIVASTAVA;S.GABOURY;F.GHANIM

LARGE TIME ASYMPTOTIC BEHAVIOR OF THE COMPRESSIBLE NAVIER-STOKES EQUATIONS IN PARTIAL SPACE-PERIODIC DOMAINS曹政子;尹会成;张麟;朱露

ON ALGEBRAIC SOLUTIONS OF THE SECOND-ORDER COMPLEX DIFFERENTIAL EQUATIONS WITH ENTIRE ALGEBRAIC ELEMENT COEFFICIENTS孔荫莹;郭晓晶;孙道椿

GLOBAL WELL-POSEDNESS IN ENERGY SPACE OF SMALL AMPLITUDE SOLUTIONS FOR KLEIN-GORDON-ZAKHAROV EQUATION IN THREE SPACE DIMENSION霍朝辉

A BLOW-UP CRITERION OF SPHERICALLY SYMMETRIC STRONG SOLUTIONS TO 3D COMPRESSIBLE NAVIER-STOKES EQUATIONS WITH FREE BOUNDARY孔慧慧;李海梁;张兴伟

ON SOME BOUNDARY VALUE PROBLEMS FOR NONHOMOGENOUS POLYHARMONIC EQUATION WITH BOUNDARY OPERATORS OF FRACTIONAL ORDERBatirkhan TURMETOV

FURTHER INVESTIGATION INTO APPROXIMATION OF A COMMON SOLUTION OF FIXED POINT PROBLEMS AND SPLIT FEASIBILITY PROBLEMSY.SHEHU;O.T.MEWOMO;F.U.OGBUISI

DYNAMICS OF NEW CLASS OF HOPFIELD NEURAL NETWORKS WITH TIME-VARYING AND DISTRIBUTED DELAYSAdnène ARBI;Farouk CH?RIF;Chaouki AOUITI;Abderrahmen TOUATI

FINITE TIME BLOW UP OF THE SOLUTIONS TO BOUSSINESQ EQUATION WITH LINEAR RESTORING FORCE AND ARBITRARY POSITIVE ENERGYNikolay KUTEV;Natalia KOLKOVSKA;Milena DIMOVA

PERSISTENCE AND THE GLOBAL DYNAMICS OF THE POSITIVE SOLUTIONS FOR A RATIODEPENDENT PREDATOR-PREY SYSTEM WITH A CROWDING TERM IN THE PREY EQUATION曾宪忠;顾永耕

文章要求

1、文章标题要简短,能概括中心思想,一般不超过20个汉字,必要时加副标题

2、正文应层次清楚,行文规范,方便阅读,字数一般以2500-8000字为宜,重要稿件可不受此限制

3、题目下面均应写作者姓名、单位名称、所在城市、邮编,多位作者分别列出上述信息

4、来稿必须附有100-300字的内容摘要和3-5个关键词

5、如文章获得基金项目资助,以[基金项目]作为标识,并注明基金项目名称和编号

6、正文中图表主要是文字难以表达清楚的内容,图表应设计合理,先后分别给出图表序号

7、来稿请注明姓名、性别、籍贯、出生年月、学历、职称、工作单位、联系电话、详细邮寄地址

8、编辑部有权对稿件进行修删,不同意请在稿件中声明

9、请勿一稿多投,发现一稿多投者,一切不良后果由作者承担

10、若不能被录用,恕不退稿,请作者自留底稿,不同意上述稿件处理方式的作者请转投他刊

11、本站并非Acta Mathematica Scientia杂志社和Acta Mathematica Scientia编辑部官方网站

联系方式

地  址:武昌小洪山中科院武汉物理与数学研究所

邮政编码:430071

免责声明

若用户需要出版服务,请联系出版商,地址:武昌小洪山中科院武汉物理与数学研究所,邮编:430071。