ELA Volume 13 (2005)

1. 1.Hasan Alnajjar and Brian Curtin, A family of tridiagonal pairs related to the quantum affine algebra U_q(sl_2), pp. 1-9.
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2. 2.D. Steven Mackey, Niloufer Mackey and Daniel M. Dunlavy, Structure preserving algorithms for perplectic eigenproblems, pp. 10-39.
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3. 3.Wen-Long Jin, A method for computing quadratic Brunovsky forms, pp. 40-55.
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4. 4.Robert E. Hartwig and John Maroulas, Focal power, pp. 56-71.
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5. 5.Winfried K. Grassmann and Javad Tavakoli, Two-stations queueing networks with moving servers, blocking, and customer loss, pp. 72-89.
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6. 6.Daniel Hershkowitz and Nathan Keller, Spectral properties of sign symmetric matrices, pp. 90-110.
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7. 7.Sivaramakrishnan Sivasubramanian, Approximating the isoperimetric number of strongly regular graphs, pp. 111-121.
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8. 8.Michael Gil, Norm estimates for functions of two commuting matrices, pp. 122-130.
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9. 9.Michael Neumann and Jianhong Xu, A parallel algorithm for computing the group inverse via Perron complementation, pp. 131-145.
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10. 10.Jose Luis Cisneros-Molina, An invariant of 2X2 matrices, pp. 146-152.
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11. 11.Roger A. Horn, Vladimir V. Sergeichuk and Naomi Shaked-Monderer, Solution of linear matrix equations in a *Congruence class, pp. 153-156.
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12. 12.C.M. da Fonseca, On a conjecture regarding characteristic polynomial of a matrix pair, pp. 157-161.
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13. 13.Rafael Bru, Francisco Pedroche and Daniel B. Szyld, Subdirect sums of nonsingular M-matrices and of their inverses, pp. 162-174.
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14. 14.Abraham Berman and Karl-Heinz Foerster, Algebraic connectivity of trees with a pendant edge of infinite weight, pp. 175-186.
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15. 15.Leiba X. Rodman and Ilya M. Spitkovsky, Analytic roots of invertible matrix functions, pp. 187-196.
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16. 16.Fernando Szechtman, Structure of the group preserving a bilinear form, pp. 197-239.
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17. 17.Michael S. Cavers, In-Jae Kim, Bryan L. Shader and Kevin N. Vander Meulen, On determining minimal spectrally arbitrary patterns, pp. 240-248.
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18. 18.Yongge Tian, Special forms of generalized inverses of row block matrices, pp. 249-261.
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19. 19.Peter Butkovic and Hans Schneider, Applications of max algebra to diagonal scaling of matrices, pp. 262-273.
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20. 20.Yongho Han, Commuting triples of matrices, pp. 274-343.
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21. 21.Turker Biyikoglu, Josef Leydold and Peter Stadler, Nodal domain theorems and bipartite subgraphs, pp. 344-351.
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22. 22.Shi-Ming Yang and Ting-Zhu Huang, A note on estimates for the spectral radius of a nonnegative matrix, pp. 352-358.
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23. 23.Peter Kunkel and Volker Mehrmann, Characterization of classes of singular linear differential-algebraic equations, pp. 359-386.
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24. 24.Francesco Barioli, Shaun Fallat and Leslie Hogben, A variant on the graph parameters of Colin de Verdiere: Implications to the minimum rank of graphs, pp. 387-404.
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25. 25.Yongge Tian and Yoshio Takane, Schur complements and Banachiewicz-Schur forms, pp. 405-418.
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