Socially Optimal Power Control for Wireless Body Area Networks

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Dong, Jie; Smith, David; Hanlen, Leif; Sawyer, Nicole


2015-04-30


Conference Material


NASSCOM final


Sydney, Australia


Any game, with any number of players, which has finite deterministic action profiles, will have a unique Stackelberg equilibrium which is socially optimal across all players, if:: The game is led by an honest, rational and competent leader; The leader can implement a dynamic game to achieve a fully hierarchical equilibrium.


Optimal power control


English


nicta:8756


Dong, Jie; Smith, David; Hanlen, Leif; Sawyer, Nicole. Socially Optimal Power Control for Wireless Body Area Networks.[Conference Material]. 2015-04-30. <a href="http://hdl.handle.net/102.100.100/92805?index=1" target="_blank">http://hdl.handle.net/102.100.100/92805?index=1</a>



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