The symplectic cobordism ring

The symplectic cobordism ring

by Kochman, Stanley O.

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This paper is the first of three which will investigate the ring of cobordism classes of closed smooth manifolds with a symplectic structure on their stable normal bundle. The method of computation is the Adams spectral sequence. In this paper, [italic]E₂ us computed as an algebra by the May spectral sequence. The [italic]d₂ differentials in the Adams spectral sequence are then found by Landweber-Novikov and matric Massey product methods. Algebra generators of [italic]E₃ are then determined.

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Title Statements

  • Full title :The symplectic cobordism ring / Stanley O. Kochman.

Summary

This paper is the first of three which will investigate the ring of cobordism classes of closed smooth manifolds with a symplectic structure on their stable normal bundle. The method of computation is the Adams spectral sequence. In this paper, [italic]E₂ us computed as an algebra by the May spectral sequence. The [italic]d₂ differentials in the Adams spectral sequence are then found by Landweber-Novikov and matric Massey product methods. Algebra generators of [italic]E₃ are then determined.

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Edition Statements

  • Publication Date:1980-<1982>

Publication Statements

The Physical Object

  • Description:volumes <1-2> ; : 26 cm.

Edition Identifiers

  • ISBN:0821822284, 9780821822289, 0821822713, 9780821822715
  • oclc:ocm05942373
  • LC Classification:QA3
  • Dewey Decimal:510 s

Table of Contents

v. 1. [Mem. of the Amer. Math. Soc., 228]--v.2. [Mem. of the Amer. Math. Soc., 271].

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