Titlebook: Durable-Strategies Dynamic Games; Theory, Solution Tec David W. K. Yeung,Leon A. Petrosyan Textbook 2022 The Editor(s) (if applicable) and

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WCOM™ Business Process Excellencepon optimality principle is in effect throughout the cooperation duration. The subgame consistent imputation procedure differs from the existing paradigm in that previously executed durable strategies are considered. An illustration of cooperative public capital provision is provided.

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WCOM (World Class Operations Management)ibution procedure under random horizon and durable strategies. A computational illustration of interactive investments with technology spillover to demonstrate the computation of the non-cooperative equilibrium in a dynamic game under random horizon with durable strategies is provided.

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WCOM (World Class Operations Management)e the imputations under cooperation to players in different game horizons. An application to the current environmental tragedy exhibits the problem of the cross-generational environmental commons. A cooperative solution satisfying Pareto optimality and individual rationality is designed.

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Durable-Strategies Dynamic Games: Theory and Solution Techniques, have no such motion equations. To characterize the game equilibrium solution, Yeung and Petrosyan develop the corresponding Hamilton–Jacobi-Bellman (HJB) equations. To illustrative the computational details, an example with explicit functions is presented.

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Durable-Strategies Cooperative Dynamic Games,pon optimality principle is in effect throughout the cooperation duration. The subgame consistent imputation procedure differs from the existing paradigm in that previously executed durable strategies are considered. An illustration of cooperative public capital provision is provided.

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Eco-Degradation Management Under Durable Strategies: Efficiency Maximization and Sustainable Imputants for a successful cooperation plan. A dynamically stable payoff distribution procedure is developed to fulfil the realization of the agreed-upon payoff imputations within the cooperation duration. A computational illustration with explicit functions is also provided.