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期刊文章列表

  • Andre Milzarek1,2,3,Xiantao Xiao4,Zaiwen Wen5,Michael Ulbrich6(School of Data Science,The Chinese University of Hong Kong;Shenzhen Research Institute of Big Data;Shenzhen Institute of Artificial Intelligence and Robotics for Society;School of Mathematical Sciences,Dalian University of Technology;Beijing International Center for Mathematical Research,Peking University;Department of Mathematics,Technical University of Munich).On the local convergence of a stochastic semismooth Newton method for nonsmooth nonconvex optimization[J].Science China(Mathematics),2022,第10期
  • DongSeon Hwang1,2,Hwayoung Lee3,Jae-Hyouk Lee4,Changzheng Li5(Department of Mathematics,Ajou University;Center for Complex Geometry,Institute for Basic Science (IBS);Department of Mathematics,University of California,Riverside;Department of Mathematics,Ewha Womans University;School of Mathematics,Sun Yat-sen University).W-translated Schubert divisors and transversal intersections[J].Science China(Mathematics),2022,第10期
  • Yuan Yuan(South China Research Center for Applied Mathematics and Interdisciplinary Studies,South China Normal University).Variational rotating solutions to non-isentropic Euler-Poisson equations with prescribed total mass[J].Science China(Mathematics),2022,第10期
  • Huihong Jiang1,Yihu Yang2(Mathematics and Science College,Shanghai Normal University;Department of Mathematics,Shanghai Jiao Tong University).Manifolds of positive Ricci curvature, quadratically asymptotically nonnegative curvature, and infinite Betti numbers[J].Science China(Mathematics),2022,第10期
  • Lu Cui1,2,Minghui Ma1,2(Academy of Mathematics and Systems Science,Chinese Academy of Sciences;School of Mathematical Sciences,University of Chinese Academy of Sciences).On arithmetic properties of Cantor sets[J].Science China(Mathematics),2022,第10期
  • Lidia Angeleri Hügel1,Weiqing Cao2(Dipartimento di Informatica,Università degli Studi di Verona;School of Mathematics and Statistics,Jiangsu Normal University).Minimal silting modules and ring extensions[J].Science China(Mathematics),2022,第9期
  • Wenxian Shen1,Yi Wang2,Dun Zhou3(Department of Mathematics and Statistics,Auburn University;School of Mathematical Sciences,University of Science and Technology of China;School of Mathematics and Statistics,Nanjing University of Science and Technology).Almost automorphically-forced flows on S~1 or R in one-dimensional almost periodic semilinear heat equations[J].Science China(Mathematics),2022,第9期
  • Guoliang Fan1,Liping Zhu2,3(School of Economics and Management,Shanghai Maritime University;Center for Applied Statistics and Institute of Statistics and Big Data,Renmin University of China;Institute of Statistics and Big Data,Zhejiang Gongshang University).Sufficient dimension reduction in the presence of controlling variables[J].Science China(Mathematics),2022,第9期
  • Mario Bezerra1,Claudio Cuevas1,Clessius Silva2,Herme Soto3(Department of Mathematics,Federal University of Pernambuco;Department of Mathematics,Rural Federal University of Pernambuco;Department of Mathematics and Statistics,University of La Frontera).On the fractional doubly parabolic Keller-Segel system modelling chemotaxis[J].Science China(Mathematics),2022,第9期
  • Yuxia Liang1,Jonathan R.Partington2(School of Mathematical Sciences,Tianjin Normal University;School of Mathematics,University of Leeds).Nearly invariant subspaces for shift semigroups[J].Science China(Mathematics),2022,第9期
  • Xumin Jiang1,Yalong Shi2(Department of Mathematics,Fordham University;Department of Mathematics,Nanjing University).Asymptotic expansions of complete K?hler-Einstein metrics with finite volume on quasi-projective manifolds[J].Science China(Mathematics),2022,第9期
  • Xiankui Meng1,Zhiwei Wang2(School of Science,Beijing University of Posts and Telecommunications;Laboratory of Mathematics and Complex Systems (Ministry of Education),School of Mathematical Sciences,Beijing Normal University).A K?hlerness criterion for real (1,1)-classes on projective manifolds through extendibility of singular potentials[J].Science China(Mathematics),2022,第9期
  • Nguyen Tuan Duy1,Le Long Phi2(Faculty of Economics and Law,University of Finance-Marketing;Institute of Research and Development,Duy Tan University).Finsler Trudinger-Moser inequalities on R~2[J].Science China(Mathematics),2022,第9期
  • Claudianor O.Alves1,Chao Ji2(Unidade Acadˆemica de Matem´atica;Department of Mathematics).Multi-bump positive solutions for a logarithmic Schr?dinger equation with deepening potential well[J].Science China(Mathematics),2022,第8期
  • Xi Chen1,Weidong Liu2,Xiaojun Mao3(Stern School of Business;School of Mathematical Sciences and MoE Key Lab of Artificial Intelligence;School of Data Science).Robust reduced rank regression in a distributed setting[J].Science China(Mathematics),2022,第8期
  • Galatia Cleanthous1,Athanasios G.Georgiadis2(Department of Mathematics and Statistics,National University of Ireland;Faculty of Engineering,Mathematics and Science,Trinity College of Dublin).Product(α1, α2)-modulation spaces Dedicated to the Memory of Michel Marias[J].中国科学(数学英文版),2022,第8期
  • Bo Zheng1,Jia Li2,Jianshe Yu1(Guangzhou Center for Applied Mathematics;Department of Mathematical Sciences).One discrete dynamical model on the Wolbachia infection frequency in mosquito populations[J].Science China(Mathematics),2022,第8期
  • Wanjun Ai1,Miaomiao Zhu2(School of Mathematics and Statistics;School of Mathematical Sciences).The qualitative behavior for approximate Dirac-harmonic maps into stationary Lorentzian manifolds[J].Science China(Mathematics),2022,第8期
  • Miroslava Anti?1,Luc Vrancken2,3(Faculty of Mathematics;Laboratoire de Math´ematiques pour l’Ing´enieur;Departement Wiskunde).Conformally flat,minimal,Lagrangian submanifolds in complex space forms[J].Science China(Mathematics),2022,第8期
  • Waixiang Cao1,Dongfang Li2,3,Zhimin Zhang4,5(School of Mathematical Sciences;School of Mathematics and Statistics;Hubei Key Laboratory of Engineering Modeling and Scientific Computing;Beijing Computational Science Research Center;Department of Mathematics).Unconditionally optimal convergence of an energy-conserving and linearly implicit scheme for nonlinear wave equations[J].Science China(Mathematics),2022,第8期
  • Alves Claudianor O Ji Chao(Unidade Academica de Matematica,Universidade Federal de Campina Grande, Brazil, Campina Grande, 58429-900;Department of Mathematics,East China University of Science and Technology, Shanghai, 200237).Multi-bump positive solutions for a logarithmic Schrodinger equation with deepening potential well[J].Science China(Mathematics),2022,第8期
  • Mingjuan Chen1,Boling Guo2,Lijia Han3(Department of Mathematics;Institute of Applied Physics and Computational Mathematics;Department of Mathematics and Physics).Uniform local well-posedness and inviscid limit for the Benjamin-Ono-Burgers equation[J].Science China(Mathematics),2022,第8期
  • Jun Nie,Chunping Zhong(School of Mathematical Sciences).Schwarz lemma from a K?hler manifold into a complex Finsler manifold[J].Science China(Mathematics),2022,第8期
  • Zixiang Xu1,Tao Zhang2,Gennian Ge1(School of Mathematical Sciences;School of Mathematics and Information Science).Some extremal results on hypergraph Turán problems[J].Science China(Mathematics),2022,第8期
  • Ming Xu(School of Mathematical Sciences,Capital Normal University).The Minkowski norm and Hessian isometry induced by an isoparametric foliation on the unit sphere[J].Science China(Mathematics),2022,第7期
  • Peihe Wang,Yuna Zhang(School of Mathematical Sciences,Qufu Normal University).Mean curvature flow with linear oblique derivative boundary conditions[J].Science China(Mathematics),2022,第7期
  • Yi-bin Xiao1,Mou-tao Liu1,Tao Chen2,Nan-jing Huang2(School of Mathematical Sciences,University of Electronic Science and Technology of China;College of Mathematics,Sichuan University).Stability analysis for evolutionary variational-hemivariational inequalities with constraint sets[J].Science China(Mathematics),2022,第7期
  • Renjin Jiang1,Bo Li1,2(Center for Applied Mathematics,Tianjin University;College of Data Science,Jiaxing University).Dirichlet problem for Schr?dinger equation with the boundary value in the BMO space[J].Science China(Mathematics),2022,第7期
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