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Simple Lie Algebras Over Fields Of Positive Characteristic Structure Theory Helmut Strade

  • SKU: BELL-998180
Simple Lie Algebras Over Fields Of Positive Characteristic Structure Theory Helmut Strade
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Simple Lie Algebras Over Fields Of Positive Characteristic Structure Theory Helmut Strade instant download after payment.

Publisher: Walter de Gruyter
File Extension: PDF
File size: 3.04 MB
Pages: 550
Author: Helmut Strade
ISBN: 9783110142112, 3110142112
Language: English
Year: 2004

Product desciption

Simple Lie Algebras Over Fields Of Positive Characteristic Structure Theory Helmut Strade by Helmut Strade 9783110142112, 3110142112 instant download after payment.

The final, or at least currently final, version of the Block-Wilson-Strade-Premet Classification Theorem states that every finite-dimensional simple Lie algebra over an algebraically closed field of characteristic p greater than 3 is of classical, Cartan, or Melikian type. In two volumes, Strade assembles the proof of the Theorem with explanations and references. The first volume prepares the ground for the classification work performed in the second. The account would interest research mathematicians and advanced graduate students in algebra

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