ELA Volume 10 (2003)


  1. 1.Stephen J. Kirkland, Conditioning properties of the stationary distribution for a Markov chain, pp. 1-15.
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  2. 2.Ravindra B. Bapat and Bing Zheng, Generalized inverses of bordered matrices, pp. 16-30.
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  3. 3.Tedja Santanoe Oepomo, A contribution to Collatz's eigenvalue inclusion theorem for nonnegative irreducible matrices, pp. 31-45.
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  4. 4.Ji Young Choi, Luz Maria DeAlba, Leslie Hogben, Benard M. Kivunge, Sandra K. Nordstrom and Mike Shedenhelm, The nonnegative P_0-matrix completion problem, pp. 46-59.
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  5. 5.Hari Bercovici, Spectral versus classical Nevanlinna-Pick interpolation in dimension two, pp. 60-64.
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  6. 6.Zewen Zhu, Daniel C. Coster and Leroy R. Beasley, Properties of a covariance matrix with an application to D-optimal design, pp. 65-76.
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  7. 7.Geir Dahl, A note on linear discrepancy, pp. 77-80.
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  8. 8.Daniel Hershkowitz and Hans Schneider, One-sided simultaneous inequalities and sandwich theorems for diagonal similarity and diagonal equivalence of nonnegative matrices, pp. 81-101.
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  9. 9.Walter D. Morris, Recognition of hidden positive row diagonally dominant matrices, pp. 102-105.
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  10. 10.D. Steven Mackey, Niloufer Mackey and Francoise Tisseur, Structured tools for structured matrices, pp. 106-145.
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  11. 11.Masaya Matsuura, A generalization of Moore-Penrose biorthogonal systems, pp. 146-154.
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  12. 12.C.M. da Fonseca, The path polynomial of a complete graph, pp. 155-162.
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  13. 13.Michael Neumann and Nic Ormes, Bounds for graph expansions via elasticity, pp. 163-178.
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  14. 14.Jan Snellman, The maximal spectral radius of a digraph with (m+1)^2-s edges, pp. 179-189.
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  15. 15.Charles R. Johnson, Yonatan Harel, Christopher J. Hillar, Jonathan M. Groves and Patrick X. Rault, Absolutely flat idempotents, pp. 190-200.
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  16. 16.Jean-Daniel Rolle, Optimal subspaces and constrained principal component analysis, pp. 201-211.
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  17. 17.Felix Goldberg and Gregory Shapiro, The Merris index of a graph, pp. 212-222.
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  18. 18.Michael Marks, Rick Norwood and George Poole, The maximum number of 2 by 2 odd submatrices in (0,1)-matrices, pp. 223-231.
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  19. 19.Randall J. Elzinga, Strongly regular graphs: Values of lambda and mu for which there are only finitely many feasible (v,k,lambda,mu), pp. 232-239.
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  20. 20.Gilbert J. Groenewald and Mark A. Petersen, J-spectral factorization for rational matrix functions with alternative realization, pp. 240-256.
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  21. 21.Luz Maria DeAlba, Timothy L. Hardy, Leslie Hogben and Amy Wangsness, The (weakly) sign symmetric P-matrix completion problems, pp. 257-271.
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  22. 22.K.A.M. Sayyed, M.S. Metwally and Raed S. Batahan, On generalized Hermite matrix polynomials, pp. 272-279.
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  23. 23.S.W. Drury, J.K. Merikoski, V. Laakso and T. Tossavainen, On nonnegative matrices with given row and column sums, pp. 280-290.
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  24. 24.Robert M. Guralnick, Chi-Kwong Li and Leiba X. Rodman, Multiplicative maps on invertible matrices that preserve matricial properties, pp. 291-319.
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  25. 25.Dragomir Z. Djokovic, F. Szechtman and K. Zhao, An algorithm that carries a square matrix into its transpose by an involutory congruence transformation, pp. 320-340.
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