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[0806]Ad hoc networks are a good candidate for analysis and optimization according to game theory. A multihop ad hoc network requires a communication to be passed through a disinterested node. The disinterested node incurs a cost, thus leading to a disincentive to cooperate. Meanwhile, bystander nodes must defer their own communications. By understanding the decision analysis of the various nodes in a network, it is possible to define a system which, in accordance with game theory, provides a benefit or incentive to promote cooperation and network reliability and stability. The incentive, in economic form, may be charged to the node(s) benefiting from the communication, and is preferably based on a value of the benefit received. This network optimization employs a modified combinatorial (VCG) auction, which optimally compensates those burdened by the communication, while charging the benefiting participants. Equilibrium usage and headroom may be influenced by deviating from a zero-s...
example 3
[0911]According to a further aspect of the invention, it is desired to understand the subjective risk aversion profile of a person. Risk-aversion is a significant deviation from rationality which can be quantified and understood, and further a calculus is available for applying the risk aversion to normalize systems in which rationality is presumed. Accordingly, the method comprises presenting a game for play by a person, wherein the payoff of the game is real and beneficial to the person. That is, the incentive and risk must be real, with some limits on the ability to extrapolate beyond the scope of risk presented. The person is then sufficiently observed during the game play to comprehend a risk aversion profile of the user. Typically, the game is automated, but this is not required, and, in fact, a competition between two or more players is possible. This scenario is generally quite beneficial where the stakes of the game are identical or similar to the risk aversion personality ...
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