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| | Linear Algebra and Projective Geometry by Reinhold Baer Dover Publications - Escape Strategy.com (Site not responding. Last check: 2007-09-09) |
 | | Geared toward upper-level undergraduates and graduate students, this text establishes that projective geometry and linear algebra are essentially identical. |
 | | Baer assumes you have already mastered standard linear algebra, and are quite familar with fields, groups, rings, isomorphisms, homomorphisms, Galois theory, etc. He also assumes you have a grasp of the concepts and theorems of projective (and some affine) geometry. |
 | | There are no explicit exercises or problems, but more than a few non-trivial statements/theorems and non-obvious facts are left for the reader to prove or justify. |
| www.escapestrategy.com /r-227373/m-Books/b-227377/a-0486445658/Default.aspx (326 words) |
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