## Cohomology Operations |

### What people are saying - Write a review

We haven't found any reviews in the usual places.

### Contents

PREFACE | 1 |

The Dual of the Algebra 2 | 16 |

Embeddings of Spaces in Spheres | 30 |

The Cohomology of Classical Groups and Stiefel Manifolds | 37 |

Equivariant Cohomology | 58 |

Axiomatic Development of the Algebra ftp | 76 |

Construction of the Reduced Powers | 97 |

Relations of Adem and the Uniqueness Theorem | 115 |

Algebraic Derivations of Certain Properties of | 133 |

### Other editions - View all

### Common terms and phrases

action acts Adem relations admissible monomials apply associative associative algebra axioms called carrier Cartan chain map Chapter coefficient cohomology cohomology groups cohomology operations commutative commutative diagram composition consists construct COROLLARY corresponding cyclic define definition denote determined diagonal diagram dimension dual elements embedding equivalent extend factors fibration fibre field finite finite regular cell formula given gives graded Hence homomorphism homotopy Hopf algebra ideal identity induced integers invariant isomorphism lemma follows module multiplication natural non-zero normal obtain pairs permutation projective PROOF proposition prove regular cell complex represented ring sends sequence space Steenrod structure Suppose theorem triples unique unit unless vector zero