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Linear Algebra and Its Applications 1996: Vol 248 Table of Contents PDF

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Preview Linear Algebra and Its Applications 1996: Vol 248 Table of Contents

Contents Volume 248 H. BarRT AND L. G. Kroon (Rotterdam, The Netherlands) Companion Based Matrix Functions: Description and Minimal Factorization JASPAL SINGH AUJLA (Punjab, India) AND H. L. VasuDEva (Chandigarh, India) Some Convex and Monotone Matrix Functions HECTOR MIRANDA (Concepién, Chile) AND ROBERT C. THOMPSON (Santa Barbara, California) A Supplement to the von Neumann Trace Inequality for Singular R. E. MAHony (Canberra, Australia) The Constrained Newton Method on a Lie Group and the Symmetric Eigenvalue Problem MICHAEL LUNDQUIST AND WAYNE BARRETT (Provo, Utah) Rank Inequalities for Positive Semidefinite Matrices NizarR RapwaN (Haifa, Israel) An Inverse Eigenvalue Problem for Symmetric and Normal Matrices HarM Bart AND LEO G. KROON (Rotterdam, The Netherlands) Factorization and Job Scheduling: A Connection via Companion Based Matrix Functions J. F. Carpraux (Rennes, France), S. K. GODUNOV, AND S. V. KUZNETSOV (Novosibirsk, Russia) Condition Number of the Krylov Bases and Subspaces IMMANUEL M. BomZE (Vienna, Austria) Block Pivoting and Shortcut Strategies for Detecting Copositivity CHE Kao Fonc (Ottawa, Ontario, Canada) AND PEI YUAN Wu (Taiwan, Republic of China) Band-Diagonal Operators S. K. Gopunov (Novosibirsk, Russia) AND M. SADKANE (Rennes, France) Elliptic Dichotomy of a Matrix Spectrum STEVE KIRKLAND (Regina, Saskatchewan, Canada) A Note on the Sequence of Brualdi-Li Matrices ROBERT BEVILACQUA AND ENRICO Bo7Zzo (Pisa, Italy) On Algebras of Symmetric Loewner Matrices Contents Volume 248 H. BarRT AND L. G. Kroon (Rotterdam, The Netherlands) Companion Based Matrix Functions: Description and Minimal Factorization JASPAL SINGH AUJLA (Punjab, India) AND H. L. VasuDEva (Chandigarh, India) Some Convex and Monotone Matrix Functions HECTOR MIRANDA (Concepién, Chile) AND ROBERT C. THOMPSON (Santa Barbara, California) A Supplement to the von Neumann Trace Inequality for Singular R. E. MAHony (Canberra, Australia) The Constrained Newton Method on a Lie Group and the Symmetric Eigenvalue Problem MICHAEL LUNDQUIST AND WAYNE BARRETT (Provo, Utah) Rank Inequalities for Positive Semidefinite Matrices NizarR RapwaN (Haifa, Israel) An Inverse Eigenvalue Problem for Symmetric and Normal Matrices HarM Bart AND LEO G. KROON (Rotterdam, The Netherlands) Factorization and Job Scheduling: A Connection via Companion Based Matrix Functions J. F. Carpraux (Rennes, France), S. K. GODUNOV, AND S. V. KUZNETSOV (Novosibirsk, Russia) Condition Number of the Krylov Bases and Subspaces IMMANUEL M. BomZE (Vienna, Austria) Block Pivoting and Shortcut Strategies for Detecting Copositivity CHE Kao Fonc (Ottawa, Ontario, Canada) AND PEI YUAN Wu (Taiwan, Republic of China) Band-Diagonal Operators S. K. Gopunov (Novosibirsk, Russia) AND M. SADKANE (Rennes, France) Elliptic Dichotomy of a Matrix Spectrum STEVE KIRKLAND (Regina, Saskatchewan, Canada) A Note on the Sequence of Brualdi-Li Matrices ROBERT BEVILACQUA AND ENRICO Bo7Zzo (Pisa, Italy) On Algebras of Symmetric Loewner Matrices Table of Contents continued BRYAN C. J. GREEN, D. D. OLESKY, AND P. VAN DEN DRIESSCHE (Victoria, British Columbia, Canada) Classes of Sign Nonsingular Matrices With a Specified Number of Zero Entries A. HADJIDIMOS AND A. K. YEyIos (West Lafayette, Indiana) Some Notes on Multisplitting Methods and m-Step Preconditioners for Linear Systems PETER M. NYLEN (Auburn, Alabama) Minimum-Rank Matrices With Prescribed Graph KRISTEN W. CULLER AND GEOFFREY L. PRICE (Annapolis, Maryland) On the Ranks of Skew-Centrosymmetric Matrices Over Finite Fields . . . Cao CHONGGUANG AND ZHANG XIAN (Harbin, People’s Republic of China) Additive Operators Preserving Idempotent Matrices Over Fields and Applications YI-MING GAO AND XIAO-HUI WaNG (Changchun, People’s Republic of China) Criteria for Generalized Diagonally Dominant Matrices and M-Matrices II JIANG ZHI-MING (Shanghai, China) On the Indices of Convergence of Reducible Boolean Matrices With the Generalized Period fy = 2 AUTHOR INDEX

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