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Fig. 1 Game-theoretic spectrum sharing model with imperfect sensing.
Game-theoretic spectrum sharing criteria could be used to maximize both primary and secondary users' satisfaction (see [5 7]).
In [19], authors propose a game-theoretic spectrum access scheme for vehicles to opportunistically access licensed channels in a distributed manner where the spectrum access process is modeled as a non-cooperative congestion game.
In the game-theoretic spectrum sharing model depicted in Fig. 1, we characterize SUs' strategies by a value q∈[0,1] which is the probability an SU decides to enter the system (thus, with probability 1−q, the SU decides to leave the system), i.e., the effective entering probability for SUs is λ s q.
The game theoretic dynamic spectrum allocation (DSA) technique is an efficient approach to coordinate cognitive radios sharing the spectrum.
A band corresponding to the breathing of the pyrrolidine ring was identified in the theoretic Raman spectrum at 784 cm-1.
We formulate the TACS problem as two different game theoretic approaches: Selfish Spectrum Sharing Game (SSSG) and Cooperative Spectrum Sharing Game (CSSG) and present novel distributed heuristic algorithms to optimize TCP throughput.
The initial attempt to apply information theoretic criteria for spectrum sensing was presented in [11, 12].
From a game theoretic point of view spectrum sharing may be considered as a competition.
Two different game theoretic analyses of distributed cooperative spectrum sensing are presented in [13, 14].
Structural analyses have utilized a wide spectrum of graph theoretic measures [5], [6] including clustering coefficients and the distributions of node degrees, path lengths and structural motifs.
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