Titlebook: Game Theory for Control of Optical Networks; Lacra Pavel Book 2012 Springer Science+Business Media New York 2012 communication networks.co

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Games in Network Topologiesen we formulate a partitioned Nash game for general multi-link topologies composed of ladder-nested stage Nash games. We also show that convexity is ensured in single-sink topologies, so that a partition approach could be based on single-sink stages.

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Motivation zur Altenselbsthilfe, direct one, based on Lagrangian pricing and duality extension. Sufficient conditions are derived for the existence and uniqueness of an NE solution for both approaches. Two convergent iterative algorithms are developed towards finding the NE solution.

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Stefan Pohlmann,Andreas Fraunhofer adjusted so as to ensure closed-loop stability in the presence of time delays. We consider delay effects in network games without constraints, followed by games with constraints. Then we study a delayed primal–dual algorithm and perform a two time-scale stability analysis. We conclude by considering robustness and delay effects combined.

appall

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Games in Point-to-Point Topologies direct one, based on Lagrangian pricing and duality extension. Sufficient conditions are derived for the existence and uniqueness of an NE solution for both approaches. Two convergent iterative algorithms are developed towards finding the NE solution.

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Simulations and Experimental Studiesi-link topology and a quasi-ring topology, based on implementing the hierarchal algorithms studied in Chap.?.. Full use of the flexibility of channel power adjustment at each optical switch is assumed and the multi-link is partitioned into stages with single links. Simulation and experimental results are given for each type of network topology.