I have studied linear algebra during my bachelor's degree and Master's degree. I know the subject but not up-to the mark I want to understand linear algebra through linear transformation and specially the portion where we start decomposition of a vector space through a linear transformation. Like Jordan canonical form, primary decomposition theorem etc. There are so many great books available but I am unable to choose which one suit to my problem. I have gone through Hoffman and kunje and Axler earlie. I found Hoffman so much time taking it builds topic slowly. But whatever portion I studied from that book till linear transformation it was amazing.I want to know whether I should go through these books again or is there a text which I can go through for second course in linear algebra?
When I took linear algebra at Berkeley in the late 80's, Bill Jacob taught from his book, which was still in manuscript form. He was quite good, and I would recommend the book. I looked him up recently, and he is now head of the department at UCSB. He is quite accomplished...
Fundamentals Of Linear Algebra Katsumi Nomizu Pdf 17
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Katsumi Nomizu was well known for his devotion to meticulous exposition in a very formal style and to high-quality teaching at the undergraduate level. His 1966 text, Fundamentals of Linear Algebra[3] includes these words in the dedication, "It is my hope that this book will continue to serve those students of mathematics and science for whom a more than rudimentary background in linear algebra is an indispensable part of their training." When the book came out in a new edition in 1979, Nomizu specifically acknowledged help from a student, Marty Magid, who started as a freshman at Brown in his linear algebra class and ended up writing a Ph.D. thesis under his direction in 1978. be457b7860
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