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The variables increase exponentially both in centralized and decentralized cases.
The policy design will be formulated and discussed in both centralized and decentralized cases.
In this paper, we assume the spectrum sensing mechanisms are fixed for both centralized and decentralized cases.
In this section, we present numerical results to evaluate the performances of the proposed policies in both centralized and decentralized cases.
In this paper, we consider cross-layer design of joint channel access and transmission rate adaptation in CR networks in both centralized and decentralized cases.
In this paper, we investigate the cross-layer design of joint channel access and transmission rate adaptation in CR networks with multiple channels for both centralized and decentralized cases.
Similar(48)
where = in centralized case or in decentralized case.
For decentralized case, we have the following theorems.
Theorem 3. In decentralized case, the constrained Nash equilibrium exists under the condition of pure polices.
When, we can get the optimal pure policy for decentralized case in similar way as (17).
where is necessarily a constrained Nash equilibrium and also a globally optimal policy in decentralized case.
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