Woods Hole mathematics: perspectives in mathematics and physics - v. 34

The central theme of this volume is the contemporary mathematics of geometry and physics, but the work also discusses the problem of the secondary structure of proteins, and an overview of arc complexes with proposed applications to macromolecular folding is given.”Woods Hole has played such a vital role in both my mathematical and personal life that it is a great pleasure to see the mathematical tradition of the 1964 meeting resurrected forty years later and, as this volume shows, resurrected with new vigor and hopefully on a regular basis.

I therefore consider it a signal honor to have been asked to introduce this volume with a few reminiscences of that meeting forty years ago.” Introduction by R Bott (Wolf Prize Winner, 2000).Sample Chapter(s)Chapter 1: Quantizing Teichmuller Spaces Using Graphs (779 KB)Contents:Quantizing Teichmüller Spaces Using Graphs (L Chekhov)Lectures on Indices and Relative Indices on Contact and CR-Manifolds (C L Epstein)Biologic II (L H Kauffman)Operads, Moduli of Surfaces and Quantum Algebras (R M Kaufmann)Fragments of Nonlinear Grothendieck-Teichmüller Theory (P Lochak)Cell Decomposition and Compactification of Riemann's Moduli Space in Decorated Teichmüller Theory (R C Penner)Spatial Intermittency in Two-Dimensional Turbulence: A Wavelet Approach (K Schneider et al.)An Elementary Definition of Brownian Motion in Hilbert Space (N Tongring)Readership: Researchers in mathematical physics, geometry and topology, analysis and differential equations, quantum physics.