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Curriculum Vitae - Homepages At WMU
\Isometry Groups Of Additive Codes," Special Session On Coding Theory And Its Applications, AMS Sectional Meeting, Loyola University, Chicago, Illinois, October 4, 2015. Lecture Series (mini-cours), \Linear Codes From The Axiomatic Viewpoint," For The Conference Noncommutative Rings And Their Applications IV, Lens, France, June 8{11, 2015. Lecture 2th, 2020

X,y G ArXiv:1604.02078v3 [math.QA] 6 Mar 2018
On A?ne Algebraic Groups, Giving A Complete Description Of Such Noncommutative Quotients When The Group ? De?ning The Grading Is ?nite Of Prime Order. This Complements Our Results On Graded Twistings Of Compact Groups In [BNY16], But While In [BNY16] We Used C?-algebraic Tools, Here The Proofs Are Purely Hopf Algebraic. 6th, 2020

ON THE COMMUTATOR SUBGROUP OF THE GENERAL LINEAR GROUP
ON THE COMMUTATOR SUBGROUP OF THE GENERAL LINEAR GROUP O. LITOFF 1. Introduction. The Theory Of The General Linear Group Has Been Developed Most Extensively For The Case In Which The Matrix Elements 3th, 2020

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Algebraists And Noncommutative Geometers, Is The UCT Of Rosenberg And Scho-chet [61] (see Example9.12). It Applies To T= KK, The Kasparov Category Of Separable Complex C*-algebras, Where Now Ais The Category Of Z=2-graded Abelian Groups And H= K Is The Topological K-theory Functor. In This Example X And 6th, 2020

Multiplicative Ideal Theory Of Noncommutative Krull Pairs ...
MULTIPLICATIVE IDEAL THEORY. I 151 Of R: Following Asano, Attention Is Restricted To Bounded Subrings. This May Be Regarded As That Bit Of Commutativity We Need. (This Condition, For Example, Excludes Free Rings In Two Or More Letters, But Holds If R Is A Central Quotient Ring Of E). 3th, 2020

Introduction - Folk.uio.no
On A Ne Algebraic Groups, Giving A Complete Description Of Such Noncommutative Quotients When The Group De Ning The Grading Is Nite Of Prime Order. This Complements Our Results On Graded Twistings Of Compact Groups In [BNY16], But While In [BNY16] We Used C-algebraic Tools, Here The Proofs Are Purely Hopf Algebraic. 6th, 2020

Introduction - Mathi.uni-heidelberg.de
1 OF COMPLETED GROUP RINGS PETER SCHNEIDER AND OTMAR VENJAKOB Introduction This Paper Is Motivated By The Following Result Of Coleman ([Col]). Inside The Algebraic Closure Q P Of The Eld Of P-adic Numbers Q P We X, For Any N 0, A Primitive Pn-th Root Of Unity N In Such A Way That P N+1 = N. We Let O N Denote The Ring Of Integers In The Eld Q P( N). The Groups Of Units On In These Rings Form A ... 4th, 2020



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