research paper on linear algebra pdf

The Electronic Journal of Linear Algebra (ELA), a publication of the International Linear Algebra Society (ILAS) , is a refereed all-electronic journal that welcomes mathematical articles of high standards that contribute new information and new insights to matrix analysis and the various aspects of linear algebra and its applications. ELA is a JCR ranked journal, and indexed by MathSciNet, ZentralBlatt, and Scopus.  ELA is completely free for authors/readers; and  ELA is built on the selfless contributions of its authors, referees and editors.

research paper on linear algebra pdf

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Vol. 40 (2024)

Published: 2024-01-05

Invertible bases and root vectors for analytic matrix-valued functions

Minimizing the least eigenvalue of unbalanced signed unicyclic graphs with given girth or pendant vertices, structured level-2 condition numbers of matrix functions, the allow sequence of distinct eigenvalues for a sign pattern, locating eigenvalues of symmetric matrices - a survey, numerical range for weighted moore-penrose inverse of tensor, new properties of a special matrix related to positive-definite matrices, deflating invariant subspaces for rank structured pencils, flag-shaped blockers of 123-avoiding permutation matrices, near-bipartite leonard pairs, eigenvalue characterization of some structured matrix pencils under linear perturbation, matrices having nonzero outer inverses, the numerical range of matrix products, the vertex connectivity and the third largest eigenvalue in regular (multi-)graphs, a new weighted spectral geometric mean and properties, qualitative, statistical, and extreme properties of spectral indices of signable pseudo-invertible graphs, commuting additive maps on upper triangular and strictly upper triangular infinite matrices, the signless laplacian spectral radius of graphs without intersecting odd cycles, diagonalizably realizable implies universally realizable, some symmetric sign patterns requiring unique inertia, symmetry and asymmetry between positive and negative square energies of graphs.

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A SAMPLE RESEARCH PAPER/THESIS/DISSERTATION ON ASPECTS OF ELEMENTARY LINEARY ALGEBRARESEARCH PAPER/THESIS/DISSERTATION APPROVAL TITLE (in all caps)bondale. (Do not use abbreviations.) TITLE: A SAMPLE RESEARCH PAPER ON ASPECTS OF ELEMENTARY LINEAR ALGEBRA

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