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4 Optimization of the Resource Reservation Threshold We formulate a bargaining game [42] to obtain the optimal threshold Tr to reserve the number of subchannels for relay connections during subchannel allocation The motivation of using this bargaining game formulation is to ensure that both these groups of connections are assigned with the fair number of subchannels In general, for a two-person bargaining game, two players try to make an agreement on trading a limited amount of resource These two individuals have a choice to bargain with each other so that both of them can gain bene t higher than they could have obtained by playing the game without cooperation At each relay BS, the two players refer to the groups of relay and local connections Both groups of connections share the common pool of resources of N subchannels The solution (ie.

Individual sensors can acquire the desired coarse-grain location awareness by learning the identity of the corona and the wedge to which they belong. As it turns out, the training protocol is lightweight and does not require sensors to have IDs; moreover, sensors are not aware of their neighbors within the same sector. It is worth noting that location awareness is modulo the sector to which the sensor belongs. Since accurate position information is unreliable because of shadowing, scattering, multipaths, and time synchronization problems, training provides a viable alternative. 13.1.6 Topology Control and Area Coverage In addition to gaining a sense of their location, sensors also need to gain some sense of their neighborhood. This can be achieved with various degrees of selforganization. For example, if sensors have IDs, they can discover neighbors by exchanging hello messages, and decide which neighbors and links are needed for their best operation, or what transmission range to select, to provide a certain density for reliable reporting and route construction. The communication may be critical for sparse networks, while for dense networks collisions, congestions and excessive energy expenditures may occur. Since sensor batteries cannot be recharged under present-day technology, energy consumption is considered the most important parameter contributing to the longevity of the network. The best energy-conservation method is to have as many sensors as possible in sleep mode, where energy consumption is minimal. The network must be connected to remain functional, so that the monitoring station can receive the message sent by any of the active sensors. An intelligent strategy for selecting

, equilibrium point) of this bargaining game seeks to satisfy both groups of connections In this case, the amount of resource that relay and local connections receive is Tr and Tl = N Tr, respectively The payoff received by both players is de ned by using the sigmoid utility function [43] This utility function represents user satisfaction on the perceived transmisP sion rate ab,j (ie, ab;j j2Cb;j ab;j;c , where Cb;j is the set of subchannels allocated to connection j) of connection j at BS b This function is de ned as follows: W ab;j 1 1 exp g ab;j h 21:7.

Small employed a version of the Hampton Court maze (Munn, 1950) that later gave rise to the many variations (eg, the T-maze, multiple T-maze, and the straight alley maze) that became standard laboratory equipment for the study of learning and the testing of learning theories of the 1930s through the 1950s Donaldson and Swiss American psychiatrist Adolf Meyer are credited with helping to establish the albino rat as the dominant laboratory animal in American psychological laboratories for many decades (Logan, 1999) The work at Clark proceeded in the spirit exempli ed by Morgan and by E L Thorndike (1874 1949), who, in 1898, had insisted that experiment must be substituted for observation and the collection of anecdotes (Thorndike, 1898, p 1126).

Thorndike s dissertation, Animal Intelligence (1898), signaled a major shift from a subjective, introspective, anecdotal study of animals to an objective, quantitative experimental approach with an emphasis on learning (Galef, 1998; Stam & Kalmanovitch, 1998) Thorndike s emphasis on controlled observation was welcomed by Morgan, who advanced the hope that comparative psychology has passed from the anecdote stage to the higher plane of veri able observation, and that it is rising to the dignity of science (Morgan, 1898, p 250) Thorndike had pursued graduate study at Harvard with an investigation of the behavior of chickens, until the protests of his landlady forced him to move his chicken experiments to the basement of William James s house (Dewsbury, 1998; Thorndike, 1936) Thorndike subsequently took his two most educated chickens to study the inheritance of acquired traits at Columbia University with James McKeen Cattell (p 265).