<--- Back to Details
First PageDocument Content
Ring theory / Algebras / Commutative algebra / Brauer group / Central simple algebra / Azumaya algebra / Ring / Quaternion algebra / Division algebra / Local ring / Krull dimension / Separable algebra
Date: 2015-07-28 13:32:03
Ring theory
Algebras
Commutative algebra
Brauer group
Central simple algebra
Azumaya algebra
Ring
Quaternion algebra
Division algebra
Local ring
Krull dimension
Separable algebra

487 Documenta Math. Wedderburn’s Theorem for Regular Local Rings Manuel Ojanguren

Add to Reading List

Source URL: documenta.sagemath.org

Download Document from Source Website

File Size: 73,00 KB

Share Document on Facebook

Similar Documents

Classroom Voting Questions: Algebra  Section 4.2 Solving Linear Inequalities Using the Multiplication - Division Principle 1. True or False: If −x < 0 then x < 0. (a) True, and I am very confident (b) True, but I am no

Classroom Voting Questions: Algebra Section 4.2 Solving Linear Inequalities Using the Multiplication - Division Principle 1. True or False: If −x < 0 then x < 0. (a) True, and I am very confident (b) True, but I am no

DocID: 1v1Bu - View Document

Faster	
  parallel	
  Graph	
  BLAS	
  kernels	
  and	
  new	
   graph	
  algorithms	
  in	
  matrix	
  algebra	
   Aydın	
  Buluç	
   Computa1onal	
  Research	
  Division	
   Berkeley	
  Lab	
  (LBN

Faster  parallel  Graph  BLAS  kernels  and  new   graph  algorithms  in  matrix  algebra   Aydın  Buluç   Computa1onal  Research  Division   Berkeley  Lab  (LBN

DocID: 1ri9X - View Document

1  Solving Triangular Systems More Accurately and Efficiently Ph. Langlois, N. Louvet DALI-LP2A Laboratory. Universit´e de Perpignan. 52, avenue Paul Alduy. FPerpignan cedex.

1 Solving Triangular Systems More Accurately and Efficiently Ph. Langlois, N. Louvet DALI-LP2A Laboratory. Universit´e de Perpignan. 52, avenue Paul Alduy. FPerpignan cedex.

DocID: 1rgin - View Document

published in SIAM Journal on Scientific Computing (SISC), 26(6):, ACCURATE SUM AND DOT PRODUCT∗ TAKESHI OGITA  †,

published in SIAM Journal on Scientific Computing (SISC), 26(6):, ACCURATE SUM AND DOT PRODUCT∗ TAKESHI OGITA †,

DocID: 1raFt - View Document

Microsoft Word - Spring_09v FINAL.doc

Microsoft Word - Spring_09v FINAL.doc

DocID: 1r72p - View Document