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ADVANCES IN DIFFERENTIAL GEOMETRY AND TOPOLOGY
edited by F Tricerri (I.S.I. Torino)
The aim of this volume is to offer a set of high quality contributions on recent advances in Differential Geometry and Topology, with some emphasis on their application in physics.
A broad range of themes is covered, including convex sets, Kaehler manifolds and moment map, combinatorial Morse theory and 3-manifolds, knot theory and statistical mechanics.
Contents:
- Convex Sets and Kaehler Manifolds (M Gromov)
- Accessibilite
En Geometrie Riemannienne Non-Holonome (T Hangan)
- Riemannian Manifolds with Homogeneous Geodesics (O Kowalski)
- Triangulations of Manifolds with Few Vertices (W Kühnel)
- Geometry and Symmetry (L Vanhecke)
- 3-Manifolds and Orbifold Groups of Links (B Zimmermann)
- Knots, Braids, and Statistical Mechanics (V F R Jones)
Readership: Pure mathematicians.
| 192pp |
Pub. date: Nov 1990 |
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