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Set Optimization and Applications - The State of the Art - From Set Relations to Set-Valued Risk Measures (Paperback, Softcover... Set Optimization and Applications - The State of the Art - From Set Relations to Set-Valued Risk Measures (Paperback, Softcover reprint of the original 1st ed. 2015)
Andreas H Hamel, Frank Heyde, Andreas Loehne, Birgit Rudloff, Carola Schrage
R3,967 Discovery Miles 39 670 Ships in 10 - 15 working days

This volume presents five surveys with extensive bibliographies and six original contributions on set optimization and its applications in mathematical finance and game theory. The topics range from more conventional approaches that look for minimal/maximal elements with respect to vector orders or set relations, to the new complete-lattice approach that comprises a coherent solution concept for set optimization problems, along with existence results, duality theorems, optimality conditions, variational inequalities and theoretical foundations for algorithms. Modern approaches to scalarization methods can be found as well as a fundamental contribution to conditional analysis. The theory is tailor-made for financial applications, in particular risk evaluation and [super-]hedging for market models with transaction costs, but it also provides a refreshing new perspective on vector optimization. There is no comparable volume on the market, making the book an invaluable resource for researchers working in vector optimization and multi-criteria decision-making, mathematical finance and economics as well as [set-valued] variational analysis.

Set Optimization and Applications - The State of the Art - From Set Relations to Set-Valued Risk Measures (Hardcover, 1st ed.... Set Optimization and Applications - The State of the Art - From Set Relations to Set-Valued Risk Measures (Hardcover, 1st ed. 2015)
Andreas H Hamel, Frank Heyde, Andreas Loehne, Birgit Rudloff, Carola Schrage
R4,216 Discovery Miles 42 160 Ships in 10 - 15 working days

This volume presents five surveys with extensive bibliographies and six original contributions on set optimization and its applications in mathematical finance and game theory. The topics range from more conventional approaches that look for minimal/maximal elements with respect to vector orders or set relations, to the new complete-lattice approach that comprises a coherent solution concept for set optimization problems, along with existence results, duality theorems, optimality conditions, variational inequalities and theoretical foundations for algorithms. Modern approaches to scalarization methods can be found as well as a fundamental contribution to conditional analysis. The theory is tailor-made for financial applications, in particular risk evaluation and [super-]hedging for market models with transaction costs, but it also provides a refreshing new perspective on vector optimization. There is no comparable volume on the market, making the book an invaluable resource for researchers working in vector optimization and multi-criteria decision-making, mathematical finance and economics as well as [set-valued] variational analysis.

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