Separable Automorphisms on Matrix Algebras over Finite Field Extensions. Applications to Ideal Codes.1 J. Gómez-Torrecillas ? , F. J. Lobillo ? Department ‡ Dep.

First Page		Document Content
Date: 2015-07-15 05:40:23 Algebraic structures Ring theory General topology Separable space Separable extension Ring F-algebra Field Structure Algebra over a field Separable algebra		Separable Automorphisms on Matrix Algebras over Finite Field Extensions. Applications to Ideal Codes.1 J. Gómez-Torrecillas ? , F. J. Lobillo ? Department ‡ Dep. Add to Reading List Source URL: www.issac-symposium.org Download Document from Source Website File Size: 1,12 MB Share Document on Facebook

	Support Vector Machine The Linearly Non-Separable Case Ling Zhu Fall 2013 DocID: 1rgH6 - View Document
	443 Documenta Math. Essential Dimension of Separable Algebras Embedding in a Fixed Central Simple Algebra DocID: 1pKQw - View Document
	Use of Semi-separable Approximate Factorization and Direction-preserving for Constructing Effective Preconditioners X. Sherry Li Lawrence Berkeley National Laboratory Ming Gu (UC Berkeley) DocID: 1puL0 - View Document
	487 Documenta Math. Wedderburn’s Theorem for Regular Local Rings Manuel Ojanguren DocID: 1pitZ - View Document
	Separable Automorphisms on Matrix Algebras over Finite Field Extensions. Applications to Ideal Codes.1 J. Gómez-Torrecillas ? , F. J. Lobillo ? Department ‡ Dep. DocID: 1oVkc - View Document