This textbook gives a detailed and comprehensive presentation of the linear algebra based on axiomatic treatment of linear spaces. The author maintains a good balance between modern algebraic interests and traditional linear algebra. Several chapters have been substantially rewritten for clarity of exposition, although their basic content is unchanged. A considerable number of exer- cises covering new material has also been added.
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the best linear algebra book except for that by Bourbaki. it has really everything(including homology and gradations,etc. commutative diagrams used throughout) strikingly, it is damn redable(hoffman n kunze used strange English but covered less contens) .
评分the best linear algebra book except for that by Bourbaki. it has really everything(including homology and gradations,etc. commutative diagrams used throughout) strikingly, it is damn redable(hoffman n kunze used strange English but covered less contens) .
评分the best linear algebra book except for that by Bourbaki. it has really everything(including homology and gradations,etc. commutative diagrams used throughout) strikingly, it is damn redable(hoffman n kunze used strange English but covered less contens) .
评分the best linear algebra book except for that by Bourbaki. it has really everything(including homology and gradations,etc. commutative diagrams used throughout) strikingly, it is damn redable(hoffman n kunze used strange English but covered less contens) .
评分the best linear algebra book except for that by Bourbaki. it has really everything(including homology and gradations,etc. commutative diagrams used throughout) strikingly, it is damn redable(hoffman n kunze used strange English but covered less contens) .
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