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Linear Algebra and Its Applications 1994: Vol 199 Index PDF

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Preview Linear Algebra and Its Applications 1994: Vol 199 Index

Author Index for Volume 199 ABT, MaRKus: A Note on the Product Correla- IkrRAMOV, KHAKIM D.: A Simple Proof of the tion Rule, 171 Generalized Schur Inequality, 143 ALTHOFER, INGO: On Sparse Approximations to Randomized Strategies and Convex Com- Knott, M. AND SMITH, C. S.: On a General- binations, 339 ization of Cyclic Monotonicity and Dis- ANDERSSON, STEEN A. AND PERLMAN, tances Among Random Vectors, 363 MICHAEL D.: A Characterization of Matrix KOCHAR, SUBHASH: See Bapat, R. B. Groups That Act Transitively on the Cone MENG, XIAO-LI AND RUBIN, DONALD B.: On of Positive Definite Matrices, 141 the Global and Componentwise Rates of ANDO, T.: Majorizations and Inequalities in Convergence of the EM Algorithm, 413 Matrix Theory, 17 MERRIS, RUSSELL: Degree Maximal Graphs ARIKATI, SRINIVASA R AND PELED, URI N:: Are Laplacian Integral, 381 Degree Sequences and Majorization, 179 MIAO, JIANMING AND BEN-IsRAEL, ADI: On BapAT, R. B. AND KOCHAR, SUBHASH, C.: On I,-Approximate Solutions of Linear Equa- Likelihood-Ratio Ordering of Order Statis- tions, 305 tics, 281 MIRANDA, HECTOR, F. AND THOMPSON, BEITIA, M* ASUNCION AND GRACIA, JUAN M.: ROBERT C.: Group Majorization, the Con- Local Behavior of Sylvester Matrix Equa- vex Hulls of Sets of Matrices and the Diago- tions Related to Block Similarity, 253 nal Element—Singular Value Inequalities, BEN-ISRAEL, ADI: See Miao, Jianming 131 BONDAR, JAMES V.: Comments on and Com- MonpD, B. AND PeCari¢, J. E.: Inequalities plements to: Inequalities: Theory of Ma- Involving Powers of Generalized Inverses, jorization and Its Applications, by Albert W. 293 Marshall and Ingram Olkin, 115 MOSLER, KARL: Majorization in Economic Bru, RAFAEL, CERDAN, JUANA, AND URBANO, Disparity Measures, 91 ANA M.: An Algorithm for the Multiinput PECaric¢, J. E.: See Mond, B. Pole Assignment Problem, 427 PELED, Uri N.: See Arikati, Srinivasa R. CERDAN, JUANA: See Bru, Rafael PERLAMN, MICHAEL D.: See Andersson, Steen A. Drury, S. W.: A Bound for the Determinant PERLMAN, MICHAEL D.: See Gleser, Leon Jay of Certain Hadamard Products and for the PrEss, S. JAMES: See Gleser, Leon Jay Determinant of the Sum of Two Normal PuERTA, F.: See Ferrer, J. Matrices, 329 Drury, S. W.: On a Theorem of Wielandt and ROTHBLUM, URIEL G.: See Hoffman, Alan the Compounds of Unitary Matrices, 391 RuBIN, DONALD B.: See Meng, Xiao-Li FERRER, J. GARCfA M®* L.: See Ferrer, J. SMITH, C. S.: See Knott, M. GLESER, LEON JAY, PERLMAN, MICHAEL D., SAMPSON, ALLAN R.: See Gleser, Leon Jay PREss, S. JAMES, AND SAMPSON, ALLLAN R.: A Brief Biography and Appreciation of In- THOMPSON, ROBERT C.: See Miranda, Hector gram Olkin, 1 F. GRACIA, JUAN M.: See Beitia, M“ Asuncién Tonc, Y. L.: Some Recent Developments on Majorization Inequalities in Probability and HEILIGERS, BERTHOLD: Totally Nonnegative Statistics, 69 Moment Matrices, 213 HOFFMAN, ALAN AND ROTHBLUM, URIEL G.: A UrBANO, ANA M.: See Bru, Rafael Proof of the Convexity of the Range of a Nonatomic Vector Measure Using Linear WiMMER, H. K.: Roth’s Theorems for Matrix Inequalities, 373 Equations With Symmetry Constraints, 357

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