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华罗庚对中国数学科学事业的贡献,
  • 所属机构名称：中国科学院数学与系统科学研究院
  • 会议名称：纪念华罗庚先生诞辰100周年会议, 2010.6.17-6.18
  • 成果类型：会议
  • 相关项目：分析学中若干前沿问题研究
同会议论文项目
分析学中若干前沿问题研究
期刊论文 77 会议论文 40 著作 1
同项目会议论文
On a quasi-local mass,
Deformation quantization and noncommutative black holes,
Quasi-local quantities and limits at spatial and null infinities
Some recent results in several complex variables
Renormalization and wandering continua,
Non existence of quasi-harmonic spheres
Singularities of heat flows of harmonic maps,
Quasi-local quantities and limits at spatial and null infinities
On the Scalar Curvature equations
Rigidity and regularity in group actions
Eigenvalues of the Dirac operator on manifolds with boundary and the Alexandrov theorem
Positive mass theorems for asymptotically de Sitter spacetimes, 
Einstein field equations in noncommutative spacetimes
Topological Method on the scalar curvature equation
Variational methods for strongly indefinite problems,
On the free boundary problem to 3-D visco-elastic system,
Global wellposedness to 3-D anisotropic Navier-Stokes system,
Steady states of Fokker-Planck equation
Einstein field equations in noncommutative spacetimes
Sympletic Critical surfaces
Rigidity and envelopes of holomorphy in group actions, Oberwolfach
Variational Methods for Strongly Indefinite Problems,
Positive mass theorems for asymptotically de Sitter spacetimes,
Non-existence of quasi-harmonic sphere
Sympletic Critical surfaces
Sympletic Critical surfaces
Two ways to find holomorphic curves in Kahler surfaces,
The conformal Laplacian operator and the mass of asymptotically flat manifolds,
Einstein field equations in noncommutative spacetimes
Two ways to find holomorphic curves in Kahler surfaces,
On nonlinear Dirac equations
强不定问题的变分方法,
Scalar curvature equation on Sn
Scalar Curvature Equation on Sn
Positive mass theorems for asymptotically AdS spacetimes with arbit ary cosmological constant,
Isometries in hyperbolic spaces
Global solutions to 3-D incompressible anisotropic Navier-Stokes equations in the some critical spac
Steady states of Fokker-Planck equation
On the global weak solution to 1-D Variational wave equation