Fox Algebraic Geometry and Topology

A Symposium in Honor of Solomon Lefschetz
Erscheinungsjahr 2015
ISBN: 978-1-4008-7991-5
Verlag: De Gruyter
Format: PDF
Kopierschutz: Adobe DRM (»Systemvoraussetzungen)

E-Book, Englisch, Band 1873, 410 Seiten

Reihe: Princeton Legacy Library

No detailed description available for "Algebraic Geometry and Topology".

Autoren/Hrsg.

Fox, Ralph Hartzler

Fachgebiete

• Mathematik | Informatik Mathematik Geometrie Algebraische Geometrie
• Mathematik | Informatik Mathematik Topologie

Inhaltsverzeichnis

Frontmatter, pg. i
Foreword, pg. vi
Contents, pg. vii
Professor Lefschetz’s Contributions to Algebraic Geometry: An Appreciation, pg. 3
The Work and Influence of Professor S. Lefschetz in Algebraic Topology, pg. 24
Bibliography of the Publications of S. Lefschetz to June 1955, pg. 44
On the Complex Structures of a Class of Simply-Connected Manifolds, pg. 53
On Kähler Manifolds with Vanishing Canonical Class, pg. 78
Quotient d'un Espace Analytique par un Groupe d'Automorphismes, pg. 90
On a Generalization of Kähler Geometry, pg. 103
On the Projective Embedding of Homogeneous Varieties, pg. 122
Various Classes of Harmonic Forms, pg. 129
On the Variation of Almost-Complex Structure, pg. 139
Commutative Algebraic Group Varieties, pg. 151
On the Symbol of Virtual Intersection of Algebraic Varieties, pg. 157
Integral Closure of Modules and Complete Linear Systems, pg. 167
On the Projective Embedding of Abelian Varieties, pg. 177
The Connectedness Theorem for Birational Transformations, pg. 182
The Relations on Steenrod Powers of Cohomology Classes, pg. 191
Imbedding of metric complexes, pg. 239
Covering spaces with singularities, pg. 243
A relation between degree and linking numbers, pg. 258
Die Coinzidenz-Cozyklen und eine Formel aus der Fasertheorie, pg. 263
Isotopy of links, pg. 280
Generators and relations in a complex, pg. 307
The theory of carriers and S-theory, pg. 330
The Jacobi identity for Whitehead products, pg. 361
Some mapping theorems with applications to non-locally connected spaces, pg. 378
Intercept-finite cell complexes, pg. 389