Matrix theory with applications
著者
書誌事項
Matrix theory with applications
（International series in pure and applied mathematics）
McGraw-Hill, c1991,1992
- : pbk
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注記
Inclides index
International edition
内容説明・目次
内容説明
A mathematically sophisticated treatment of matrix algebra that covers both theoretical foundations and significant applications. Ideal for students with some familiarity with vectors and matrices. The text provides several optional sections devoted to MATLAB as a computational tool, with exercises for computer solution.
目次
0. Introduction and Review. 1. Elementary Matrix Theory. 2. Rank, the Row Reduced Echelon Form and Systems of Simultaneous Equations. 3. Linear Algebra in n Dimensions. 4. Orthogonality and Its Consequences. Part I: The Eigenvalue-Eigenvector Problem. Part 2: Applications. 6. Unitary Similarities and the Schur Theorem. 7. Unitary Similarities Continued. 8. Quadratic Forms. 9. Convex Polyhedrons and Systems of Linear Inequalities.
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