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  1. 1
    by Gentle, James E., 1943-
    Published 2007
    Subjects “...Matrices....”
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    Matrix algebra : theory, computations, and applications in statistics /
  2. 2
    by Graham, Alexander, 1936-
    Published 1979
    Subjects “...Matrices....”
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    Matrix theory and applications for engineers and mathematicians /
  3. 3
    by Ortega, James M., 1932-
    Published 1987
    Subjects “...Matrices....”
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    Matrix theory : a second course /
  4. 4
    by Schneider, Hans, 1927 Jan. 24-
    Published 1968
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    Matrices and linear algebra /
  5. 5
    by Moore, John T.
    Published 1968
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    Elements of linear algebra and matrix theory /
  6. 6
    Subjects “...Matrices....”
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    Introduction to matrices and linear transformations /
  7. 7
    by Jacob, Bill
    Published 1995
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    Linear functions and matrix theory /
  8. 8
    by Meyer, C. D. (Carl Dean)
    Published 2000
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    Matrix analysis and applied linear algebra /
  9. 9
    by Shores, Thomas S.
    Published 2007
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    Applied linear algebra and matrix analysis /
  10. 10
    Subjects “...Matrices....”
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    Matrix theory /
  11. 11
    by Rau, Nicholas
    Published 1981
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    Matrices and mathematical programming : an introduction for economists /
  12. 12
    by Bower, James M.
    Published 2000
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    Matrices and quadratic forms /
  13. 13
    Subjects
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    Linear algebra and group theory.
  14. 14
    by Wilkinson, J. H. (James Hardy)
    Published 1965
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    The algebraic eigenvalue problem /
  15. 15
    by Dianat, Sohail A.
    Published 2009
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    Advanced linear algebra for engineers with MATLAB /
  16. 16
    Published 1971
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    Linear algebra.
  17. 17
    by Yanai, Haruo, 1940-
    Published 2011
    Subjects “...Matrices....”
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    Projection matrices, generalized inverse matrices, and singular value decomposition /
  18. 18
    by Brualdi, Richard A.
    Published 2011
    Subjects “...Matrices....”
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    The mutually beneficial relationship of graphs and matrices /
  19. 19
    by Piziak, Robert
    Published 2007
    Subjects “...Matrices Textbooks....”
    Connect to Table of contents.
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    Matrix theory : from generalized inverses to Jordan form /
  20. 20
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    Introduction to non-linear algebra /

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