Author(s): G. Glaeser (auth.), C. T. C. Wall (eds.)
Series: Lecture Notes in Mathematics 209
Edition: 1
Publisher: Springer-Verlag Berlin Heidelberg
Year: 1971
Language: English
Pages: 282
Tags: Geometry
L’interpolation des Fonctions Différentiables de Plusteurs Variables....Pages 1-33
Normal forms for analytic matrix valued functions....Pages 34-57
Geometric aspects of the singular solutions of certain differential equations....Pages 58-76
Morse relations for curvature and tightness....Pages 77-89
Blowing up singularities....Pages 90-103
Singularities in the differential geometry of submanifolds....Pages 104-113
A proof of a conjecture of loewner and of the caratheodory conjecture concerning umbilic points....Pages 114-117
Geometric singularities....Pages 118-120
Remark on geometric singularities....Pages 121-121
Geometric differentiation — A thomist view of differential geometry....Pages 122-127
Lectures on the theorem of gromov....Pages 128-141
Formes de Contact sur les Variétés de Dimension 3....Pages 142-163
Algebraic invariants for pseudo-isotopies....Pages 164-190
Reflections on gradient vector fields....Pages 191-195
Singularities in spaces....Pages 196-206
Pontrjagin classes of rational homology manifolds and the signature of some affine hypersurfaces....Pages 207-212
Topology of isolated singularities of complex spaces....Pages 213-217
Deformations Equisingulières des Idéaux Jacobiens de Courbes Planes....Pages 218-233
Non-singular deformations of singular spaces with normal crossings....Pages 234-243
Singularities in relativistic quantum mechanics....Pages 244-269
Landau singularities and a problem in graph theory....Pages 270-274
The definition and occurrence of singularities in general relativity....Pages 275-279
