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Joint Pricing and Decision-Making for Heterogeneous User Demand in Cognitive Radio Networks

机译:认知无线电网络中异构用户需求的联合定价和决策

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The cognitive radio technique allows secondary users (SUs) to share the spectrum with primary users (PUs) in an exclusive or opportunistic manner. This paper studies spectrum pricing conducted by spectrum owners, that is, primary operators (POs), and SU decision-making strategies for three kinds of duopoly markets. The single-band exclusive use market considers two POs with each providing a single band dedicated to SUs. A pre-emptive resume priority (PRP) M/M/1 queueing model is presented, based on which SUs decide to join which PO and which queue. We prove the existence of a unique Wardrop equilibrium for the decision-making process, and a unique Nash equilibrium for the proposed parallel pricing strategy. In a single-band mixed use market, the competition of two POs is represented by a Stackelberg game. We formulate the spectrum sharing among PU and SUs with a 3-level PRP M/M/1 queueing structure, and derive the close form expressions of SUs' queueing delay. In a multiband exclusive use market, where POs have to determine how many bands they will rent as well as the admission price, we define the problem as a mixed integer linear programming problem and propose a global particle swarm optimization algorithm to find the global optimum. Finally, we study a generalized scenario with multiple POs and multiple priority queues.
机译:认知无线电技术允许次要用户(SU)以排他或机会主义的方式与主要用户(PU)共享频谱。本文研究了由频谱所有者(即主要运营商(PO))进行的频谱定价以及三种双寡头市场的SU决策策略。单频段专用市场考虑两个PO,每个PO提供一个专用于SU的频段。提出了一个抢占式恢复优先级(PRP)M / M / 1排队模型,该模型基于哪个SU决定加入哪个PO和哪个队列。我们证明了决策过程中存在唯一的Wardrop均衡,而拟议的并行定价策略中存在唯一的Nash均衡。在单频段混合使用市场中,两个PO的竞争以Stackelberg游戏为代表。我们用三级PRP M / M / 1排队结构来公式化PU和SU之间的频谱共享,并得出SU排队延迟的近似形式。在多频段专用市场中,PO必须确定它们将租用多少个频段以及准入价格,我们将问题定义为混合整数线性规划问题,并提出一种全局粒子群优化算法以找到全局最优值。最后,我们研究了具有多个PO和多个优先级队列的广义方案。

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