InhaltsangabeSection I Abraham Charnes-A Record of Educational Activities.- 1 A Dean's Perspective on Abraham Charnes: The Nature of Creative and Innovative Research and Teaching.- 2 On Learning from Outliers.- 3 Abraham Charnes as Teacher and Educator:A Student's Perspective.- Section II Abraham Charnes-A Record of Research Contributions.- 4 Contributions to Marketing.- 5 Contributions to Human Resource Planning.- 6 Contributions to Statistics.- 7 Contributions to Engineering.- Section III Linear Programming and Related Topics.- 8 m Applications of M-Matrices.- 9 Applications of Generalized Inverses.- 10 Variational Inequalities and Related Projections.- 11 An Implementation and Computational Evaluation of New Criteria for the Simplex Method.- 12 Using the Charnes et al. LP Problem Generator to Test Two Linear Programming Codes.- 13 On the Charnes-Lemke Algorithm for Linear Programming Problems with Multipage Structure.- Section IV Nonlinear and Probabilistically Constrained Programming.- 14 A Tutorial on Parametric Nonlinear Programming Sensitivity and Stability Analysis.- 15 Topics in Input Optimization.- 16 Posterior Convergence Under Incomplete Information.- 17 On ?-Divergence and its Applications.- 18 Spectral Estimation via Convex Programming.- 19 On Random Payoff Matrix Games.- Section V Theory of Games, Efficiency Measurement, and Goal Programming.- 20 Homomonotone Games and Monocore Solutions.- 21 Efficiency Evaluation Games.- 22 Rating Players in a Tournament: An mth-Generation Approach.- 23 The Analytic Hierarchy Process: Structure of the Problem and its Solutions.- 24 Simplified von Neumann-Morgenstern Axioms for the Subjective Valuation of Risky Assets.- 25 A Review of Policy-Bounding Techniques in Fisheries Management.- 26 Spot Pricing of Electricity: An Appraisal of the MIT Model.- 27 A Survey of Cost and Revenue Allocation Problems.- Section VI Semi-Infinite Programming and Applications.- 28 Semi-Infinite Programming-Recent Trends of Development.- 29 A Recursive, Volume-Reducing Algorithm for Semi-Infinite Linear Programming.- 30 First-and Second-Order Convex Programming Scaling Algorithms Applied to Geometric Programming.- 31 An Optimal Stopping Game in a Restricted Market.- 32 A Mixing Routine for the Design of Hierarchical Communications Networks.- Appendix: Publications of Abraham Charnes.