Linear AlgebraLinear AlgebraVectors, Matrices, and Systems of Linear Equations Jane DayLinear Independence, Span, and Bases Mark Mills Linear Transformations Francesco Barioli Determinants and Eigenvalues Luz M. DeAlbaInner Product Spaces, Orthogonal Projection, Least Squares, and Singular Value Decomposition Lixing Han and Michael Neumann Canonical Forms Leslie Hogben Other Canonical Forms Roger A. Sergeichuk Unitary Similarity, bibliographic details, and Spectral Theory Helene ShapiroHermitian and Positive Definite Matrices Wayne Barrett Nonnegative and Stochastic Matrices Uriel G. Topics in Linear AlgebraSchur Complements Roger A. Dias da Silva and Armando Machado Tensors and Hypermatrices Lek-Heng Lim Matrix Equalities and Inequalities Michael Tsatsomeros Functions of Matrices Nicholas J. Stewart Matrix Perturbation Theory Ren-Cang Li responsible networks of Matrices Albrecht Bottcher and Ilya Spitkovsky Pseudospectra Mark Embree Singular Values and Singular Value Inequalities Roy Mathias Numerical Range Chi-Kwong Li Matrix Stability and Inertia Daniel Hershkowitz Generalized Inverses of Matrices Yimin WeiInverse Eigenvalue Problems Alberto Borobia Totally Positive and Totally Nonnegative Matrices Shaun M. Fallat Linear Preserver Problems Peter materials over effective Fields J. BothaMatrices over Integral Domains Shmuel Friedland Similarity of Families of Matrices Shmuel Friedland investigators of Quivers and Mixed Graphs Roger A. Combinatorial Matrix Theory and GraphsCombinatorial Matrix TheoryCombinatorial Matrix Theory Richard A. Brualdi Matrices and Graphs Willem H. Haemers Digraphs and Matrices Jeffrey L. Stuart Bipartite Graphs and Matrices Bryan L. ShaderSign Pattern Matrices Frank J. Topics in Combinatorial Matrix TheoryPermanents Ian M. Wanless D-Optimal Matrices Michael G. Michael Minimum Rank, Maximum Nullity, and Zero Forcing Number of Graphs Shaun M. Fallat and Leslie HogbenSpectral Graph Theory Steve Butler and Fan ChungAlgebraic Connectivity Steve Kirkland Matrix Completion Problems Luz M. Numerical MethodsNumerical Methods for Linear SystemsVector and Matrix books, Error Analysis, Efficiency, and Stability Ralph Byers and Biswa Nath Datta Matrix Factorizations and Direct Solution of Linear Systems Christopher BeattieLeast Squares Solution of Linear Systems Per Christian Hansen and Hans Bruun Nielsen Sparse Matrix Methods Esmond G. Numerical Methods for EigenvaluesSymmetric Matrix Eigenvalue Techniques Ivan Slapnicar Unsymmetric Matrix Eigenvalue Techniques David S. Sorensen Computation of the new Value Decomposition Alan Kaylor Cline and Inderjit S. Topics in Numerical Linear AlgebraFast Matrix Multiplication Dario A. Structure-Preserving Algorithms, Structured Error Analysis Heike Fassbender Large-Scale Matrix Computations Roland W. Applications to OptimizationLinear Programming Leonid N. Applications to Computer ScienceCoding Theory Joachim Rosenthal and Paul Weiner Quantum Computation Zijian Diao Operator Quantum Error Correction Chi-Kwong Li, Yiu-Tung Poon, and Nung-Sing Sze Information Retrieval and Web Search Amy N. Applications to AlgebraMatrix dans Peter J. Cameron Group Representations Randall R. Holmes and Tin-Yau TamNonassociative Algebras Murray R. Computational SoftwareInteractive Software for Linear AlgebraMATLAB Steven J. LeonLinear Algebra in Maple David J. Leslie Hogben includes the Dio Lewis Holl in Applied Mathematics and Professor of Mathematics at Iowa State University( ISU), and the Associate Director for Diversity of the American Institute of Mathematics. Swarthmore College in 1974 and her Ph. 1978 from Yale University under the of Nathan Jacobson. 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