Free Book Online
Ultrametric Banach Algebras


Ultrametric Banach Algebras

2.4 (1211)

Log in to rate this item

    Available in PDF Format | Ultrametric Banach Algebras.pdf | Unknown
    Alain Escassut
In this volume, ultrametric Banach algebras are studied with the help of topological considerations, properties from affinoid algebra, and circular filters which characterize absolute values on polynomials and make a nice tree structure. The Shilov boundary does exist for normed ultrametric algebras. The spectral norm is equal to the supremum of all continuous multiplicative seminorms whose kernel is a maximal ideal. Two different such seminorms can have the same kernel. Krasner-Tate algebras are characterized among Krasner algebras, affinoid algebra, and ultrametric Banach algebras. Given a Krasner-Tate algbebra A=K{t}[x], the absolute values extending the Gauss norm from K{t} to A are defined by the elements of the Shilov boundary of A.  
4.5 (11424)
  • Pdf

*An electronic version of a printed book that can be read on a computer or handheld device designed specifically for this purpose.

Formats for this Ebook

Required Software Any PDF Reader, Apple Preview
Supported Devices Windows PC/PocketPC, Mac OS, Linux OS, Apple iPhone/iPod Touch.
# of Devices Unlimited
Flowing Text / Pages Pages
Printable? Yes

Book details

  • PDF | 292 pages
  • Alain Escassut
  • World Scientific Pub Co Inc
  • Unknown
  • 7
  • Science Math
Read online or download a free book: Ultrametric Banach Algebras

Review Text

The message text:

Other Ebook