Marianne Bruns: Der Fall Lot
نویسندگان
چکیده
منابع مشابه
Bruns And
We define higher polyhedral K-groups for commutative rings, starting from the stable groups of elementary automorphisms of polyhedral algebras. Both Volodin’s theory and Quillen’s + construction are developed. In the special case of algebras associated with unit simplices one recovers the usual algebraic K-groups, while the general case of lattice polytopes reveals many new aspects, governed by...
متن کاملMarianne Winder
The unexpected death of Marianne Winder occurred peacefully in London on 6 April 2001 following a short illness. For over thirty years Marianne Winder had been associated with the library of the Wellcome Institute for the History of Medicine, first as Assistant Librarian then as Curator of Oriental MSS and Printed Books and, finally, as Consultant in Tibetan Medicine. Marianne Winder was born i...
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متن کاملWinfried Bruns And
We describe some of the determinantal ideals attached to symmetric, exterior and tensor powers of a matrix. The methods employed use elements of Zariski’s theory of complete ideals and of representation theory. Let R be a commutative ring. The determinantal ideals attached to matrices with entries in R play ubiquitous roles in the study of the syzygies of R–modules. In this note, we describe so...
متن کامل2 Winfried Bruns And
We overview results from our experiment of merging two seemingly unrelated disciplines – higher algebraic K-theory of rings and the theory of lattice polytopes. The usual K-theory is the “theory of a unit simplex”. The text is based on the works [BrG1, BrG5, BrG6]. Further related results are found in [BrG2, BrG3, BrG4]. At the end of the paper we propose a general conjecture on the structure o...
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ژورنال
عنوان ژورنال: GDR Bulletin
سال: 1989
ISSN: 2159-5941
DOI: 10.4148/gdrb.v15i1.890