ELA Volume 27 (2014)

(Incomplete)


  1. 1.Andrii Dmytryshyn, Bo Kagstrom and Vladimir V. Sergeichuk, Symmetric matrix pencils: codimension counts and the solution of a pair of matrix equations, pp. 1-18.

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  1. 2.Xiagang Liu and Sanming Zhou, Spectral characterizations of propeller graphs, pp. 19-38.

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  1. 3.Clement de Seguins Pazzis, Commutators from a hyperplane of matrices, pp. 39-54.

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  1. 4.Leiba Rodman, Invariant neutral subspaces for Hamiltonian matrices, pp. 55-99.

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  1. 5.Xiaowei Li, Michael Nathanson and Rachel Phillips, Minimum vector rank and complement critical graphs, pp. 100-123.

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  1. 6.J. H. Fourie, G. J. Groenwald, D.B. Janse Van Rensburg and A.C.M. Ran, Real and complex invariant subspaces for matrices which are H-positive real in an indefinite inner product space, pp. 124-145.

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  1. 7.Vyacheslav Futorny, Lena Klimenko, and Vladimir Sergeichuk, Change of the *-congruence canonical form of 2-by-2 matrices under perturbations, pp. 146-154.

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  1. 8.Edward Pekarev, A note on characterization of the shorted operation, pp. 155-161.

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  1. 9.Michael I. Gil', A bound for condition numbers of matrices, pp. 162-171.

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  1. 10.Yorick Hardy, On Kronecker Quotients, pp. 172-189.

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  1. 11.Abbas Fakhari and Ali Golmakani, Shadowing property of random linear cocyles, pp. 190-196.

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  1. 12.Teo Banica, Ion Nechita, and Jean-Marc Schlenker, Submatrices of Hadamard matrices: complementation results, pp. 197-212.

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  1. 13.Gui-Dong Yu, Yi-Zheng Fan, and Yi Wang, Quadratic forms on graphs with application to minimizing the least eigenvalue of signless Laplacian over bicyclic graphs, pp. 213-236.

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  1. 14.Chaoqian Li, Baohua Hu, and Yaotang Li, Simplifications of the Ostrowski upper bounds for the spectral radius of nonnegative matrices, pp. 237-249.

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  1. 15.Vladimir Nikiforov, The Q-index: degenerate graphs, pp. 250-257.

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  1. 16.Yun Zhang and Jin Zhong, Possible numbers of nonzero entries in a matrix with a given term rank, pp. 258-271.

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  1. 17.Dijana Mosic, Dragan S. Djordjevic, and Gabriel Kantun-Montiel, Image-kernel (P,Q)-inverses in rings, pp. 272-283.

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  1. 18.Sonia Carvalho and Pedro J. Freitas, The k-th derivatives of the immanent and the chi-symmetric power of an operator, pp. 284-301.

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  1. 19.Sonia Carvalho and Pedro J. Freitas, The norm of the k-the derivative of the Chi-symmetric power of an operator, pp. 302-316.

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  1. 20.Antonio J. Calderon Martin, Graded triangular algebras, pp. 317-331.

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  1. 21.Vehbi E. Paksoy, Ramazan Turkmen, and Fuzhen Zhang, Inequalities of generalized matrix functions via tensor products, pp. 332-341.

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