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Selected papers, by S. Lefschetz.

By: Material type: TextTextLanguage: engfre Publication details: New York, Chelsea Pub. Co. [1971]Description: 639 p. illus., port. 24 cmISBN:
  • 0828402345
Subject(s): DDC classification:
  • 514/.08
LOC classification:
  • QA611 .L42
Contents:
A page of mathematical autobiography.--On certain numerical invariants of algebraic varieties, with application to Abelian varieties.--Intersections and transformations of complexes and manifolds.--Manifolds with a boundary and their transformations.--L'analysis situs et la géométrie algébrique.--Invariance absolue et invariance relative en géométrie algébrique.--Locally connected sets and their applications.--Singular and continuous complexes, chains, and cycles.--Complete families of periodic solutions of differential equations.--On singular chains and cycles.--On generalized manifolds.--Chain-deformations in topology.--Closed point sets on a manifold.--On transformations of closed sets.--On compact spaces.--On separable spaces.--On locally connected and related sets.--On the fixed-point formula.--Bibliography (p. [627]-639)
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Item type Current library Collection Call number Status Date due Barcode
Books Books School of Theoretical Physics Library Books 514.08 LEF (Browse shelf(Opens below)) Available 01806

A page of mathematical autobiography.--On certain numerical invariants of algebraic varieties, with application to Abelian varieties.--Intersections and transformations of complexes and manifolds.--Manifolds with a boundary and their transformations.--L'analysis situs et la géométrie algébrique.--Invariance absolue et invariance relative en géométrie algébrique.--Locally connected sets and their applications.--Singular and continuous complexes, chains, and cycles.--Complete families of periodic solutions of differential equations.--On singular chains and cycles.--On generalized manifolds.--Chain-deformations in topology.--Closed point sets on a manifold.--On transformations of closed sets.--On compact spaces.--On separable spaces.--On locally connected and related sets.--On the fixed-point formula.--Bibliography (p. [627]-639)

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