## Algebraic K-theory: Evanston 1980 : Proceedings of the Conference Held at Northwestern University, Evanston, March 24-27, 1980Eric M. Friedlander, Michael R. Stein, Northwestern University (Evanston, Ill.) |

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### Contents

S BLOCK The Dilogarithm and Extensions of lie Algebras | 1 |

B H DAYTON C A WEIBEL A Spectral Sequence for the Ktheory of Afflne | 24 |

B H DAYTON L G ROBERTS Semlnormallty of Unions of Planes | 93 |

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### Common terms and phrases

abelian group algebraic K-theory apply assume bicategories carré cellular cohomology commutative diagram commutative ring complex conductor consider Corollary corresponding cyclotomic defined Démonstration denote deux equivalent etale cohomology exact sequence example extension fibrations finite group follows formula functor Gersten's Conjecture given graded group rings hence homomorphism homomorphisme homotopy hyperplanes induces infinite loop space injective integers intersection isomorphism isomorphisme k-algebras K.-regular kernel Lecture Notes Lemma lemme lim A(g maximal elements maximal ideal module morphism multiplication noetherian notation Notes in Math p-group p-ring pairing planes poset prime projective proof of Theorem Proposition prove quadric Quillen quotient radical regular scheme Remark resp result satisfies seminormal simplicial space Spec spectral sequence split square St(A structure subgroup suite exacte summand surjective théorème topological trivial unimodular vanishes Waldhausen Witt vectors zero