Research Statement

Publié par

  • exposé - matière potentielle : man
  • cours magistral - matière potentielle : notes
Research Statement Man-Ho Ho My fields of interest in mathematics are differential geometry and algebraic topology. In particular, I am interested in differential cohomology, differentialK-theory, (differential) index theory and their applications. My previous research [22] focused on constructing explicit isomorphisms between different models of differential K-theory, and my current research [23], [24] focuses on the differential family index theorem.
  • superconnections
  • differential grothendieck-riemann-roch theorem
  • usual theory of connections
  • dirac charge quantization
  • differential cohomology
  • kernel bundle ker
  • analytic index
  • differential index theorem
  • fredholm operators on h.
  • theory
Publié le : lundi 26 mars 2012
Lecture(s) : 25
Source : scholar.lib.vt.edu
Nombre de pages : 12
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