Bibliographic Information

Coherence in categories

G.M. Kelly ... [et al.] ; edited by Saunders Mac Lane

(Lecture notes in mathematics, 281)

Springer-Verlag, 1972

  • : Germany
  • : U.S.

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Includes bibliographies

Description and Table of Contents

Table of Contents

Closed coherence for a natural transformation.- Coherence for distributivity.- Many-variable functorial calculus. I..- An abstract approach to coherence.- Coherence for a closed functor.- A cut-elimination theorem.- A new result of coherence for distributivity.

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