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Can I read Introduction to Representation Theory (Student Mathematical Library, 59) on EtoBox?

Introduction to Representation Theory (Student Mathematical Library, 59) by Pavel Etingof; Oleg Golberg; Sebastian Hensel; Tiankai Liu; Alex Schwendner; Dmitry Vaintrob; Elena Yudovina is a nonfiction available to read on EtoBox.

What is Introduction to Representation Theory (Student Mathematical Library, 59) about?

Very Roughly Speaking, Representation Theory Studies Symmetry In Linear Spaces. It Is A Beautiful Mathematical Subject Which Has Many Applications, Ranging From Number Theory And Combinatorics To Geometry, Probability Theory, Quantum Mechanics, And Quantum Field Theory. The Goal Of This Book Is To Give A Holistic Introduction To Representation Theory, Presenting It As A Unified Subject Which Studies Representations Of Associative Algebras And Treating The Representation Theories Of Groups, Lie Algebras, And Quivers As Special Cases. Using This Approach, The Book Covers A Number Of Standard Topics In The Representation Theories Of These Structures. Theoretical Material In The Book Is Supplemented By Many Problems And Exercises Which Touch Upon A Lot Of Additional Topics; The More Difficult Exercises Are Provided With Hints. The Book Is Designed As A Textbook For Advanced Undergraduate And Beginning Graduate Students. It Should Be Accessible To Students With A Strong Background In Linear Algebra And A Basic Knowledge Of Abstract Algebra.--page 4 Of Cover. Introduction -- Basic Notions Of Representation Theory -- General Results Of Representation Theory -- Representations Of Finite Gr

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Author
Pavel Etingof; Oleg Golberg; Sebastian Hensel; Tiankai Liu; Alex Schwendner; Dmitry Vaintrob; Elena Yudovina
Publisher
Massachusetts Institute of Technology (MIT)
Published
2010
Language
EN
ISBN
9780821853511
Category
nonfiction
Subjects
Mathematics, Stem

Other editions & translations

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