Mathematical Programming and Game Theory
Overview
Chapter 1. A Unified Framework for a Class of Mathematical Programming Problems (Dipti Dubey).- Chapter 2. Maximizing spectral radius and number of spanning trees in bipartite graphs (Ravindra B. Bapat).- Chapter 3. Optimization problems on acyclic orientations of graphs, shellability of simplicial complexes, and acyclic partitions (Masahiro Hachimori).- Chapter 4. On ideal minimally non-packing clutters (Kenji Kashiwabara).- Chapter 5. Symmetric Travelling Salesman Problem (Tiru Arthanari).- Chapter 6. About the links between equilibrium problems and variational inequalities (D. Aussel).- Chapter 7. The shrinking projection method and resolvents on Hadamard spaces (Yasunori Kimura).- Chapter 8. Some Hard Stable Marriage Problems: A Survey on Multivariate Analysis (Sushmita Gupta).- Chapter 9. Approximate Quasi-Linearity for Large Incomes (Mamoru Kaneko).- Chapter 10. Cooperative Games in Networks under Uncertainty on the Costs (L. Mallozzi).- Chapter 11. Pricing competition between cell phone carriers in a growing market of customers (Andrey Garnaev).- Chapter 12. Stochastic games with endogenous transitions (Reinoud Joosten).
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Details
- ISBN-13: 9789811330582
- ISBN-10: 9811330581
- Publisher: Springer
- Publish Date: December 2018
- Dimensions: 9.21 x 6.14 x 0.56 inches
- Shipping Weight: 1.14 pounds
- Page Count: 226
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