Singularity theory, 19 August - 6 September 1991
Author(s)
Bibliographic Information
Singularity theory, 19 August - 6 September 1991
World Scientific, c1995
Available at 24 libraries
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Library, Research Institute for Mathematical Sciences, Kyoto University数研
C-P||Trieste||1991.8||複本78888953
Note
Includes bibliographical references
At head of title: International Centre for Theoretical Physics. International Atomic Energy Agency. United Nations Educational, Scientific and Cultural Organization
Description and Table of Contents
Description
Elementary presentations of different topics in the theory of singularities, together with the most recent results in this field are included in these proceedings. The book is aimed at graduate students who are interested to learn about singularities and scientists with a mathematical background who need a better understanding of the field.
Table of Contents
- The Puiseux theorem for differential equations, J. Cano
- extremal distributions of critical points and critical values, S.V. Chmutov
- vector fields on bifurcation varieties, V.V. Goryunov
- Fuchsian linear systems on CP1 and Riemann-Hilbert's problem I and II, V. Kostov
- geometric features of lattice point problems, B. Lichtin
- introduction to the "Le" cycles of a hypersurface singularity, D. Massey
- computing limits of tangent spaces - singularities, computation and pedagogy, D. O'Shea
- symmetric wavefront, caustics and coxeter groups, R. Roberts and V.M. Zakalyukin
- flat structure for the simply elliptic singularity and Jacobi form, I. Satake
- invariant of 3-manifolds and surface singularities, J. Seade
- unfolding of codimension one complex analytic foliation singularities, T. Suwa. (Part Contents).
by "Nielsen BookData"