4.7.1  concentration function
    4.7.2  the critical sobolev exponent and the best constants
  4.8  minimax methods
    4.8.1  ekeland variational principle
    4.8.2  minimax principle
    4.8.3  applications
5  topological and variational methods
  5.1  morse theory
    5.1.1  introduction
    5.1.2  deformation theorem
    5.1.3  critical groups
    5.1.4  global theory
    5.1.5  applications
  5.2  minimax principles (revisited)
    5.2.1  a minimax principle
    5.2.2  category and ljusternik-schnirelmann multiplicity theorem
    5.2.3  cap product
    5.2.4  index theorem
    5.2.5  applications
  5.3  periodic orbits for hamiltonian system and weinstein conjecture
    5.3.1  hamiltonian operator
    5.3.2  periodic solutions
    5.3.3  weinstein conjecture
  5.4  prescribing gaussian curvature problem on s2
    5.4.1  the conformal group and the best constant
    5.4.2  the palais-smale sequence
    5.4.3  morse theory for the prescribing gaussian curvature equation on s2
  5.5  conley index theory
    5.5.1  isolated invariant set
    5.5.2  index pair and conley index
    5.5.3  morse decomposition on compact invariant sets and its extension
  notes
references

 2/2   首页 上一页 1 2

自然科学 数学 代数数论组合理论

在线阅读