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This book presents interval-valued solution concepts for interval-valued cooperative games with transferable utility, thoroughly examining their properties, models, methods, and applications. The first chapter introduces interval-valued least square solutions alongside quadratic programming models, methods, and properties. It then details satisfactory-degree-based non-linear programming models for calculating interval-valued cores and the corresponding bisection algorithm. The exploration continues with various simplification methods for interval-valued solutions, including interval-valued equal division and equal surplus division values, as well as the interval-valued Shapley, egalitarian Shapley, discounted Shapley, solidarity, generalized solidarity, and Banzhaf values. Targeted at a diverse audience, the book is relevant to fields such as decision science, game theory, management science, operations research, fuzzy mathematics, applied mathematics, industrial engineering, finance, applied economics, expert systems, social economy, and artificial intelligence. It is particularly beneficial for teachers, postgraduates, and researchers engaged in decision analysis, management, operations research, fuzzy mathematics, systems engineering, project management, supply chain management, applied economics, and hydrology.
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Models and Methods for Interval-Valued Cooperative Games in Economic Management, Deng Feng Li
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- Année de publication
- 2016
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