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The mod 2 homology of the general linear goup of a 2-adic local field

By Stephen A. Mitchell

Abstract

Let F be a finite extension of Q2, of degree d. Our first main theorem gives an explicit computation of the mod two homology Hopf algebra of the infinite general linear group GLF. The answer is formulated in terms of the well-known homology algebras of the infinite unitary group U, its classifying space BU, and the classifying space BO of the infinite orthogona

Year: 2000
OAI identifier: oai:CiteSeerX.psu:10.1.1.170.3453
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