Stable rank and approximation theorems in H(infinity)

Posted on:1989-11-03

Degree:Ph.D

Type:Dissertation

University:University of California, Berkeley

Candidate:Laroco, Leonardo Adlao, Jr

Full Text:PDF

GTID:1470390017955903

Subject:Mathematics

Abstract/Summary:

This dissertation presents work towards the calculation of the Bass stable rank (bsr) and the topological stable rank (tsr) of ;Bsr(;Theorem 0.1. Let (;This situation encompasses some previously known results. It is also proved that, to show bsr(;Tsr(;For ;Theorem 0.2. Let (...

Keywords/Search Tags:

Stable rank, Bsr

Related items

1	Stable Rank And Exchange Of Associative Rings
2	Stable rank and approximation theorems in H(infinity)
3	The Estimation Of Ranks On Some Banach Algeras
4	The Topological Stable Rank Of A Noncommutative Version Of The Disc Algebra And Fixed Points Of The Iterated Function Systems
5	Real and topological stable rank
6	On the stable rank of enveloping algebras
7	Carbon And Nitrogen Stable Isotope Of The Human And Animal Bones From The Hengshui Cemetery
8	Ranks Of Overpartitions Modulo 6 And 10
9	A Class Of C~*-algebra With The Approximate Polar Decomposition Property
10	Linear Maps Preserving Rank-additivity And Rank-sum-minimal On Tensor Products Of Matrix Spaces