数学学报

数学学报杂志 北大期刊 CSCD期刊 统计源期刊

Acta Mathematica Sinica(Chinese Series)

杂志简介:《数学学报》杂志经新闻出版总署批准,自1936年创刊,国内刊号为11-2038/O1,是一本综合性较强的科学期刊。该刊是一份双月刊,致力于发表科学领域的高质量原创研究成果、综述及快报。主要栏目:研究报告、文献综述、简报、专题研究

主管单位:中国科学院
主办单位:中国科学院数学与系统科学研究所
国际刊号:0583-1431
国内刊号:11-2038/O1
全年订价:¥ 1000.00
创刊时间:1936
所属类别:科学类
发行周期:双月刊
发行地区:北京
出版语言:中文
预计审稿时间:1-3个月
综合影响因子:0.09
复合影响因子:0.26
总发文量:1848
总被引量:4141
H指数:22
平均引文率:17.9457
  • Sufficient Conditions for Maximally Edge-connected and Super-edge-connected Digraphs Depending on the Size

    作者:Sebastian; MILZ; Lutz; VOLKMANN 刊期:2019年第12期

    Let D be a finite and simple digraph with vertex set V(D).The minimum degreeδof a digraph D is defined as the minimum value of its out-degrees and its in-degrees.If D is a digraph with minimum degreeδand edge-connectivity λ,then λ≤δ.A digraph is maximally edge-connected ifλ=δ.A digraph is called super-edge-connected...

  • Classification of Special Anosov Endomorphisms of Nil-manifolds

    作者:Seyed; Mohsen; MOOSAVI; Khosro; TAJBAKHSH 刊期:2019年第12期

    In this paper we give a classification of special endomorphisms of nil-manifolds:Let f:N/Γ→N/Γbe a covering map of a nil-manifold and denote by A:N/Γ→N/Γthe nil-endomorphism which is homotopic to f.If f is a special TA-map,then A is a hyperbolic nil-endomorphism and f is topologically conjugate to A.

  • Non-Gaussian Random Bi-matrix Models for Bi-free Central Limit Distributions with Positive Definite Covariance Matrices

    作者:Ming; Chu; GAO 刊期:2019年第12期

    In this paper,we construct random two-faced families of matrices with non-Gaussian entries to approximate a bi-free central limit distribution with a positive definite covariance matrix.We prove that,under modest conditions weaker than independence,a family of random two-faced families of matrices with non-Gaussian e...

  • On a Critical Fourth Order PDE with Navier Boundary Condition

    作者:Khadijah; SHARAF 刊期:2019年第12期

    We consider a fourth order nonlinear PDE involving the critical Sobolev exponent on a bounded domain of R^n,n≥5 with Navier condition on the boundary.We study the lack of compactness of the problem and we provide an existence theorem through a new index formula.

  • Complete f-moment Convergence for Widely Orthant Dependent Random Variables and Its Application in Nonparametric Models

    作者:Chao; LU; Zhuang; CHEN; Xue; Jun; WANG 刊期:2019年第12期

    In this paper,we study the complete f-moment convergence for widely orthant dependent(WOD,for short)random variables.A general result on complete f-moment convergence for arrays of rowwise WOD random variables is obtained.As applications,we present some new results on complete f-moment convergence for WOD random vari...

  • The Decay Rate of Patterson–Sullivan Measures with Potential Functions and Critical Exponents

    作者:Zi; Qiang; FENG; Fei; LIU; Fang; WANG 刊期:2019年第12期

    Basing upon the recent development of the Patterson–Sullivan measures with a H¨older continuous nonzero potential function,we use tools of both dynamics of geodesic flows and geometric properties of negatively curved manifolds to present a new formula illustrating the relation between the exponential decay rate of P...

  • Quasi-modularity and Holomorphic Anomaly Equation for the Twisted Gromov–Witten Theory: O(3) over P^2

    作者:Xin; WANG 刊期:2019年第12期

    In this paper,we prove quasi-modularity property for the twisted Gromov–Witten theory of O(3)over P^2.Meanwhile,we derive its holomorphic anomaly equation.

  • Self-complementary Cayley Graphs of Extraspecial p-groups

    作者:Lei; WANG; Yin; LIU 刊期:2019年第12期

    This paper constructs several families of self-complementary Cayley graphs of extraspecial p-groups,where p is a prime and congruent to 1 modulo 4.

  • A Normal Criterion Concerning Omitted Holomorphic Function

    作者:Jin; Hua; YANG; Qi; YANG; Xue; Cheng; PANG 刊期:2019年第12期

    In this paper,we continue to discuss the normality concerning omitted holomorphic function and get the following result.Let F be a family of meromorphic functions on a domain D,k≥4 be a positive integer,and let a(z)and b(z)be two holomorphic functions on D,where a(z)■0 and f(z)≠∞ whenever a(z)=0.If for any f∈F,f...

  • Errata to “On Self-mapping Degrees of S^3-geometry Manifolds”

    作者:Xiao; Ming; DU; Xue; Zhi; ZHAO 刊期:2019年第12期

    The set of self-mapping degrees of S^3-geometry 3-manifolds in[2]have some mistakes when the fundamental group of the 3-manifold is D4n^*,O48^*,D'n·2q or T'8·3q.So we need to make this errata.The self-mapping degrees of all closed and oriented 3-manifolds are listed in[1]and[5].The table of spherical case in[5]is mos...

  • Instructions for Authors

    刊期:2019年第12期

    Submission Authors must use LafeX for typewriting,and visit our website www.actamath.com to submit your paper.Our address is Editorial Office of Acta Mathematica Sinica,Academy of Mathematics and Systems Science,Chinese Academy of Sciences,Beijing 100190,R R.China.