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Nonlinear Analysis and Microlocal Analysis cover

These proceedings contain recent developments on the following important topics: variational problems, fully nonlinear elliptic equations, PDE from differential geometry, hamiltonian systems, nonlinear evolution equations and nonlinear microlocal analysis. Included are many interesting survey papers with the latest research materials.

Sample Chapter(s)
Introduction (19 KB)
A Morse Theory for Geodesics in Lorentzian Manifolds (352 KB)


Contents:
  • A Morse Theory for Geodesics in Lorentzian Manifolds (V Benci et. al)
  • Non Linear Microlocal Analysis and 2-D Fluid Mechanics (J-Y Chemin)
  • Essentially Multidimensional Cauchy Problems for Semilinear Hyperbolic Equations with Discontinuous Datas (S X Chen)
  • Some Recent Results on the Heat Flow of Harmonic Maps (W Y Ding)
  • The Generalized Morse-Trudinger Inequality (W Y Ding & G Tian)
  • On Darboux's System (F H Lin)
  • Minimal Sufaces of Higher Genus and General Critical Type (M Struwe)
  • Subelliptic Symbolic Calculus (C-J Xu)
  • Some Partial Differential Equations in Mathematical Physics (Y L Zhou)
  • and other papers

Readership: Mathematicians.