Page 1 The K-book An Introduction to Algebraic K-theory Charles A. Weibel Graduate Studies
in Mathematics Volume 145 American Mathematical Society Page 2 The K-book An Introduction …

The definition of “building”, to be given in the first section below, involves three axioms which
are quite easy to state. It is not so easy, however, to motivate this definition. In particular, you …

Recall that a group r is said to be of type FP,(resp. FP,) if the ZT-module Z admits a projective
resolution which is finitely generated in dimensions< n (resp. in all dimensions), cf.[4] or [S] …

In mathematics,“buildings” are geometric structures that represent groups of Lie type over an
arbitrary field. This concept is critical to physicists and mathematicians working in discrete …

In a series of papers [Dr 1, Dr 2], Drinfeld introduced analogues of Shimura varieties for GLe
over a function field F of characteristic p> 0. Decomposing their,(-adic cohomology under the …

This book is, on the one hand, a pedagogical introduction to the formalism of slopes, of semi-
stability and of related concepts in the simplest possible context. It is therefore accessible to …

THE GROUP FOR A FIELD Page 1 Mathematics of the USSR-Izvestiya THE GROUP FOR A
FIELD To cite this article: AS Merkur'ev and AA Suslin 1991 Math. USSR Izv. 36 541 View the …

We examine some of the basic properties satisfied by Bloch's cycle complexes for quasi-
projective varieties over a field, and extend some of them to the cycle complex of a scheme …

Introduction The problem of computing the higher K-theory of a number field F, and of its
rings of integers Of, has a rich history. Since 1972, we have known that the groups Kn (OF) …

Mathematische Annalen Page 1 Digital Object Identifier (DOI) 10.1007/s002080100287 Math.
Ann. 322, 537–562 (2002) Mathematische Annalen Lattice chain models for affine buildings of …