Pages: 458 (Paperback) ISBN: 052100392X Pub: Cambridge University Press Pub date: 2001-10-18 Amazon.co.uk Sales Rank: 62455
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Reader Reviews:An enjoyable Maths Book! (0/0 people found this helpful)I found the book easy to start with a cursory cursory read through to get an overview. I needed to re-read each chapter carefully to get to grips with the content. The contents fared well under scrutiny with neat concise proofs. Whether my linear algebra and group theory would stand the strain was always a worry, but the style of the writing kept me reassured, a compliment to the authors. The result is that I now have a fairly good idea of the subject.
A Nice Introduction to Representation Theory (0/0 people found this helpful)This book has one of the clearest and simplest
Very Good Introduction to Representation Theory (4/4 people found this helpful)This book deals with introductory representation theory very well, introducing the often difficult-to-grasp concept of a module very well, considering. However, although the proofs are slicker, I would prefer at least a small matrix-leaning for the uninitiated. Considering they assume almost no group theory whatsoever, to introduce modules that quickly seems like a bit of lopsidedness in the prerequisites. Having said that, this is my only grumble with this book. Well planned and with a leisurely pace, this book should keep most people, at least through the first two-thirds of the book. I would recommend this book - I learned (basic) representation theory solely from this book, and it hasn't done me any harm! Similar ProductsBasic Topology (Undergraduate Texts in Mathematics) A Classical Introduction to Modern Number Theory: v. 84 (Graduate Texts in Mathematics) Undergraduate Algebraic Geometry (London Mathematical Society Student Texts) (London Mathematical Society Student Texts) Foundations of Modern Analysis Galois Theory (Chapman & Hall/CRC Mathematics) CategoriesAmazon.co.uk places this book into the following categories:
Books -> Subjects -> Science & Nature -> Mathematics -> Algebra -> Groups & Group Theory
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