Computing the homology of the lambda algebra

Computing the homology of the lambda algebra

by Tangora, Martin C.

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For each prime [italic]p there is a 'lambda algebra' which serves, among other things, as an [italic]E₁ term for the (stable or unstable) Adams spectral sequence. This paper describes algorithms and programs for computing the homology of these algebras using a mainframe computer. Tables of the results are included for [italic]p = 2 and [italic]p = 3.

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Title Statements

  • Full title :Computing the homology of the lambda algebra / Martin C. Tangora.

Summary

For each prime [italic]p there is a 'lambda algebra' which serves, among other things, as an [italic]E₁ term for the (stable or unstable) Adams spectral sequence. This paper describes algorithms and programs for computing the homology of these algebras using a mainframe computer. Tables of the results are included for [italic]p = 2 and [italic]p = 3.

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Edition Statements

  • Publication Date:©1985.

Publication Statements

Notes

"Volume 58 number 337."

The Physical Object

  • Description:v, 163 pages : : illustrations, tables ; : 26 cm.

Edition Identifiers

  • ISBN:0821823388, 9780821823385
  • oclc:ocm12585281
  • LC Classification:QA3
  • Dewey Decimal:510 s

Table of Contents

Introduction -- The lambda algebra -- The algorithms and the Curtis table -- Implementation and experience -- Related programs -- The tables.

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Subjects

Adams spectral sequences -- Data proces… Adams-Spektralsequenz Algebra homológica Curtis-Tabelle Datenverarbeitung Groupes d'homotopie -- Informatique Homologie Homotopia, Teoria d' Homotopiegruppe Homotopy groups -- Data processing Lambda algebra -- Data processing Lambda-Algebra Lambda-algèbre -- Informatique Steenrod algebra Successions espectrals (Matemàtica) Suites spectrales d'Adams -- Informatiq… Topologia Algebrica

Writers

Tangora, Martin C.

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