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Exact(8)
We notice that starting from q 1, the maximum discount factor of the cross-layer model converges to λ max corresponding to the Goodman model.
Accordingly, we contribute to: 1. Determine the closed-form expressions of the minimum number of stages for the FRG and the maximum discount factor for the DRG.
The study of the variation of λ max versus the packet arrival rate q (in Fig. 9) shows that the maximum discount factor λ max decreases with the number of users and with the packet arrival rate q as well.
Accordingly, closed-form expressions of the minimum number of stages of the game for finite RG (FRG) and the maximum discount factor of the discounted RG (DRG) were established.
Accordingly, we can express the analytic form of the maximum discount factor in a DRG when assuming that channel gains |g i |2 lie in a compact set (left [nu _{i}^{min }, nu _{i}^{max }right ]) [18].
Cooperation plans are proposed where the new OP is considered and closed-form expressions of the minimum number of stages for the FRG and the maximum discount factor for the DRG have been established.
Similar(52)
(gamma in left[ {0,1} right] ) is the discount factor for the maximum available action-value.
Therefore, the players will tend to agree upon the agreement profiles which are Pareto optimal such that both players can obtain the maximum possible payoff at a given discount factor and tolerance index.
(max limits _{ain A} Q_{t+1}(s_{t},a)) means the maximum Q value after performing an action from the action set A. γ is the discount factor which can be set to a value in [0,1].
(max limits _{ain A} Q_{t+1}(s_{t},a)) means the maximum Q value after performing an action from the action set A for the agent i. γ is the discount factor which can be set to a value in [ 0,1].
The maximum discount in London is now £100,000.
Related(20)
maximum reduction factor
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