Page 524 - Advanced Linear Algebra
P. 524

508    Advanced Linear Algebra



            [20]  Marcus, M., Minc, H., Introduction to Linear Algebra , Dover, 1988.
            [21]  Mirsky, L., An Introduction to Linear Algebra , Dover, 1990.
            [22]  Nef, W., Linear Algebra , Dover, 1988.
            [23]  Nering, E. D., Linear Algebra and Matrix Theory , John Wiley, 1976.
            [24]  Pettofrezzo, A., Matrices and Transformations , Dover, 1978.
            [25]  Porter, G., Hill, D.,  Interactive Linear Algebra: A Laboratory Course
                 Using Mathcad, Springer, 1996.
            [26]  Schneider, H., Barker, G., Matrices and Linear Algebra , Dover, 1989.
            [27]  Schwartz, J., Introduction to Matrices and Vectors , Dover, 2001.
            [28]  Shapiro, H., A survey of canonical forms  and  invariants  for  unitary
                 similarity, Linear Algebra and Its Applications  147:101–167 1991 .
                                                                       )
                                                                  (
            [29]  Shilov, G., Linear Algebra , Dover, 1977.
            [30]  Wilkinson,  J.,  The Algebraic Eigenvalue Problem , Oxford University
                 Press, 1988.
            Matrix Theory
            [31]  Antosik, P., Swartz, C., Matrix Methods in Analysis , Springer, 1985.
            [32]  Bapat, R., Raghavan, T.,  Nonnegative  Matrices and Applications ,
                 Cambridge University Press, 1997.
            [33]  Barnett, S., Matrices , Oxford University Press, 1990.
            [34]  Bellman, R., Introduction to Matrix Analysis , SIAM, 1997.
            [35]  Berman, A., Plemmons, R., Non-negative Matrices in the Mathematical
                 Sciences, SIAM, 1994.
            [36]  Bhatia, R., Matrix Analysis , Springer, 1996.
            [37]  Bowers,  J.,  Matrices and Quadratic Forms , Oxford University Press,
                 2000.
            [38]  Boyd, S., El Ghaoui, L., Feron, E.; Balakrishnan, V.,  Linear Matrix
                 Inequalities in System and Control Theory, SIAM, 1994.
            [39]  Chatelin, F., Eigenvalues of Matrices , John Wiley, 1993.
            [40] Ghaoui,  L.,  Advances  in Linear Matrix Inequality Methods in Control ,
                 SIAM, 1999.
            [41]  Coleman, T., Van Loan, C., Handbook for Matrix Computations , SIAM,
                 1988.
            [42]  Duff, I., Erisman, A., Reid, J.,  Direct Methods for Sparse Matrices ,
                 Oxford University Press, 1989.
            [43]  Eves, H., Elementary Matrix Theory , Dover, 1966.
            [44]  Franklin, J., Matrix Theory , Dover, 2000.
            [45]  Gantmacher,  F.R.,  Matrix Theory  I , American Mathematical Society,
                 2000.
            [46]  Gantmacher,  F.R.,  Matrix Theory  II , American Mathematical Society,
                 2000.
            [47]  Gohberg, I., Lancaster, P., Rodman, L., Invariant Subspaces of Matrices
                 with Applications, John Wiley, 1986.
            [48]  Horn, R. and Johnson, C., Matrix Analysis , Cambridge University Press,
                 1985.
   519   520   521   522   523   524   525   526   527   528   529