ELA Volume 20 (2010)


  1. 1.Nigel Boston, Spaces of constant rank matrices over GF(2), pp. 1-5.
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  2. 2.Juan Zhang and Jianzhou Liu, New estimates for the solution of the Lyapunov matrix differential equation, pp. 6-19.
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  3. 3.Brent Deschamp and Bryan L. Shader, Permanents of Hessenberg (0,1)-matrices revisited, pp. 20-52.
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  4. 4.Wayne Barrett, Camille Jepsen, Robert Lang, Emily McHenry, Curtis Nelson and Kayla Owens, Inertia sets for graphs on six or fewer vertices, pp. 53-78.
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  5. 5.Lajos Molnar and Gergo Nagy, Thompson isometries on positive operators: The 2-dimensional case, pp. 79-89.
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  6. 6.Roger A. Horn and Fuzhen Zhang, Bounds on the spectral radius of a Hadamard product of nonnegative or positive semidefinite matrices, pp. 90-94.
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  7. 7.Augusto Ferrante and Harald K. Wimmer, Reachability matrices and cyclic matrices, pp. 95-102.
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  8. 8.Marek Niezgoda, Kantorovich type inequalities for ordered linear spaces, pp. 103-114.
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  9. 9.Philip Foth, Eigenvalues of sums of pseudo-Hermitian matrices, pp. 115-125.
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  10. 10.Andre C.M. Ran and Leiba X. Rodman, Ranges of Sylvester maps and a minimal rank problem, pp. 126-135.
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  11. 11.Oscar Rojo, Luis Medina, Nair M.M. de Abreu and Claudia Justel, Extremal algebraic connectivities of certain caterpillar classes and symmetric caterpillars, pp. 136-157.
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  12. 12.Shu-Qian Shen and Ting-Zhu Huang, On symmetric matrices with exactly one positive eigenvalue, pp. 158-167.
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  13. 13.Dragan Stevanovic and Aleksandar Ilic, Distance spectral radius of trees with fixed maximum degree, pp. 168-179.
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  14. 14.Marina Arav, Frank Hall, Zhongshan Li, Krishna Kaphle and Nilay Manzagol, Spectrally arbitrary tree sign patterns of order 4, pp. 180-197.
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  15. 15.Christos Chorianopoulos, Panayiotis Psarrakos and Frank Uhlig, A method for the inverse numerical range problem, pp. 198-206.
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  16. 16.Julio Benitez, A new decomposition for square matrices, pp. 207-225.
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  17. 17.Yongge Tian, Rank and inertia of submatrices of the Moore-Penrose inverse of a Hermitian matrix, pp. 226-240.
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  18. 18.Rafael Canto, Beatriz Ricarte and Ana Maria Urbano, Some characterizations of totally nonpositive (totally negative) matrices, pp. 241-253.
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  19. 19.Julio Benitez, Xiaoji Liu and Jin Zhong, Some results on matrix partial orderings and reverse order law, pp. 254-273.
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  20. 20.Gholam R. Omidi and Ebrahim Vatandoost, Starlike trees with maximum degree 4 are determined by their signless Laplacian spectra, pp. 274-290.
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  21. 21.Gui-Xian Tian and Ting-Zhu Huang, Inequalities for the minimum eigenvalue of M-matrices, pp. 291-302.
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  22. 22.Michael I. Gil, Perturbations of functions of diagonalizable matrices, pp. 303-313.
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  23. 23.Jianzhou Liu, Juan Zhang and Yu Liu, A new upper bound for the eigenvalues of the continuous algebraic Riccati equation, pp. 314-321.
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  24. 24.Didier Henrion, Semidefinite geometry of the numerical range, pp. 322-332.
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  25. 25.A.G. Mazko, Spectrum localization of regular matrix polynomials and functions, pp. 333-350.
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  26. 26.Sebastian M. Cioaba, A necessary and sufficient eigenvector condition for a connected graph to be bipartite, pp. 351-353.
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  27. 27.Bart De Bruyn, Some subspaces of the projective space PG(ΛkV) related to regular spreads of PG(V), pp. 354-366.
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  28. 28.Jianhong Xu, On the trace characterization of the joint spectral radius, pp. 367-375.
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  29. 29.Mao-Ting Chien and Hiroshi Nakazato, The q-numerical range of 3 by 3 tridiagonal matrices, pp. 376-390.
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  30. 30.Xianya Geng and Shuchao Li, On the spectral radii of quasi-tree graphs and quasi-unicyclic graphs with k pendent vertices, pp. 391-405.
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  31. 31.Changjiang Bu and Kuize Zhang, The explicit representations of the Drazin inverses of a class of block matrices, pp. 406-418.
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  32. 32.Federico G. Poloni, Constructing matrix geometric means, pp. 419-435.
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  33. 33.Alexander Diaz and Corey Dunn, The linear independence of sets of two and three canonical algebraic curvature tensors, pp. 436-448.
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  34. 34.Louis Deaett, Dale D. Olesky and Pauline van den Driessche, Refined inertially and spectrally arbitrary zero-nonzero patterns, pp. 449-467.
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  35. 35.Randall J. Elzinga and David A. Gregory, Weighted matrix eigenvalue bounds on the independence number of a graph, pp. 468-489.
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  36. 36.Hasan Alnajjar and Brian Curtin, Leonard pairs from the equitable basis of sl2, pp. 490-505.
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  37. 37.John E. McCarthy and Richard M. Timoney, Polynomial inequalities for non-commuting operators, pp. 506-518.
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  38. 38.Behnam Hashemi and Mehdi Dehghan, Efficient computation of enclosures for the exact solvents of a quadratic matrix equation, pp. 519-536.
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  39. 39.Lin-lin Zhao, Guo-linag Chen and Qing-bin Liu, Least squares (P,Q)-orthogonal symmetric solutions of the matrix equation and its optimal approximation, pp. 537-551.
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  40. 40.Qing-Wen Wang and Jiang Jing, Extreme ranks of (skew-)Hermitian solutions to a quaternion matrix equation, pp. 552-573.
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  41. 41.Hein van der Holst, On the Strong Arnol'd Hypothesis and the connectivity of graphs, pp. 574-585.
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  42. 42.Yaoping Hou and Wai-Chee Shiu, The spectrum of the edge corona of two graphs, pp. 586-594.
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  43. 43.Ricardo L. Soto, Mario Salas and Cristina Manzaneda, Nonnegative realization of complex spectra, pp. 595-609.
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  44. 44.Maryam Mirzakhah and Dariush Kiani, The sun graph is determined by its signless Laplacian spectrum, pp. 610-620.
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  45. 45.Cheng-Yi Zhang, Shuanghua Luo, Aiqun Huang and Chengxian Xu, The eigenvalue distribution of block diagonally dominant matrices and block H-matrices, pp. 621-639.
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  46. 46.Maribel I. Bueno and Susana Furtado, On the gaps in the set of exponents of boolean primitive circulant matrices, pp. 640-660.
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  47. 47.Lon H. Mitchell, Sivaram K. Narayan and Ian Rogers, On the minimum vector rank of multigraphs, pp. 661-672.
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  48. 48.Abed Elhashash and Daniel B. Szyld, Matrix functions preserving sets of generalized nonnegative matrices, pp. 673-690.
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  49. 49.Jason Grout, The minimum rank problem over finite fields, pp. 691-716.
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  50. 50.Jiri Rohn, A characterization of strong regularity of interval matrices, pp. 717-722.
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  51. 51.Peter J.C. Dickinson, An improved characterisation of the interior of the completely positive cone, pp. 723-729.
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  52. 52.Aimei Yu, A new upper bound for the Laplacian spectral radius of a graph, pp. 730-738.
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  53. 53.Chi-Kwong Li, Thomas Milligan and Michael W. Trosset, Euclidean and circum-Euclidean distance matrices: Characterizations and linear preservers, pp. 739-752.
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  54. 54.Xiao-Wei Xu and Hong-Ying Zhang, Jordan left derivations in full and upper triangular matrix rings, pp. 753-759.
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