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Secondary Spectrum Trading—Auction-Based Framework for Spectrum Allocation and Profit Sharing

机译:二级频谱交易-基于拍卖的频谱分配和利润共享框架

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Recently, dynamic spectrum sharing has been gaining interest as a potential solution to scarcity of available spectrum. We investigate the problem of designing a secondary spectrum-trading market when there are multiple sellers and multiple buyers and propose a general framework for the trading market based on an auction mechanism. To this end, we first introduce a new optimal auction mechanism, called the generalized Branco's mechanism (GBM). The GBM, which is both incentive-compatible and individually rational, is used to determine the assigned frequency bands and prices for them. Second, we assume that buyers of the spectrum are selfish and model their interaction as a noncooperative game. Using this model, we prove that when the sellers employ the GBM to vend their frequency bands, they can guarantee themselves the largest expected profits by selling their frequency bands jointly. Third, based on the previous finding, we model the interaction among the sellers as a cooperative game and demonstrate that, for any fixed strategies of the buyers, the core of the cooperative game is nonempty. This suggests that there exists a way for the sellers to share the profits from the joint sale of the spectrum so that no subset of sellers will find it beneficial to vend their frequency bands separately without the remaining sellers. Finally, we propose a profit-sharing scheme that can achieve any expected profit vector in the nonempty core of the cooperative game while satisfying two desirable properties.
机译:近来,动态频谱共享作为解决可用频谱不足的潜在解决方案而受到关注。我们研究了在存在多个卖方和多个买方的情况下设计二级频谱交易市场的问题,并提出了基于拍卖机制的交易市场总体框架。为此,我们首先介绍了一种新的最佳拍卖机制,称为广义Branco机制(GBM)。 GBM是激励兼容的并且是个人合理的,用于确定为其分配的频段和价格。其次,我们假设频谱购买者是自私的,并将其互动建模为非合作博弈。使用该模型,我们证明了当卖方使用GBM出售其频段时,他们可以通过联合出售其频段来保证自己获得最大的预期利润。第三,基于先前的发现,我们将卖方之间的互动建模为合作博弈,并证明,对于买方的任何固定策略,合作博弈的核心都是非空的。这表明,存在一种供卖方分享频谱联合销售利润的方法,这样,没有任何子集的卖方会发现在没有其余卖方的情况下单独出售其频段是有益的。最后,我们提出了一种利润分享方案,该方案可以在合作博弈的非空核心中实现任何期望的利润矢量,同时满足两个理想的属性。

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