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Radical Classes & Semi-Simple Classes of Rings

Autor Raju Chowdhury
en Limba Engleză Paperback – 7 feb 2012
The concept of a radical was introduced by J. H. M. Wedderburn in 1908, for determination of structures of algebras and later on various radicals have been proposed by Artin, Baer, Jacobson, Brown-McCoy, Levitzki etc. for study of rings in the forties. The general theory of radicals was initiated by Kurosh (1953) and Amitsur in the early fifties. Andrunakievic, Sulinski, Divinsky and many others have followed up the works of Kurosh and Amitsur. The first example of a radical was the nilradical introduced in (Köthe 1930), based on a suggestion in (Wedderburn 1908). In the next few years several other radicals were discovered, of which the most important example is the Jacobson radical. The general theory of radicals was defined independently by (Amitsur 1952, 1954, 1954b) and Kurosh (1953).
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Specificații

ISBN-13: 9783847341888
ISBN-10: 384734188X
Pagini: 108
Dimensiuni: 152 x 229 x 7 mm
Greutate: 0.17 kg
Editura: LAP LAMBERT ACADEMIC PUBLISHING AG & CO KG
Colecția LAP Lambert Academic Publishing

Notă biografică

Raju Chowdhury finished his M.Sc degree in Mathematics in 2008(completed in 2010) from University of Rajshahi,which is the second ranking university of Bangladesh.Now he is working as a Lecturer (Mathematics) in the Dept. of Natural Science,Stamford University Bangladesh. Also,he is carrying on his research work in the field of operations research.