地理互补性对动态频谱接入的影响

Junwhan Kim, V. S. Anil Kumar, A. Marathe, Guanhong Pei, Sudip Saha, Balaaji Sunapanasubbiah
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引用次数: 4

摘要

本研究考察了考虑频谱需求地域互补性的需求投标对无线频谱许可分配和定价的影响。使用基于个体的仿真环境和俄勒冈州波特兰地区的频谱需求模型,我们研究了向无线服务提供商分配频谱许可证的主要市场。使用真实有效的市场结算机制出售可用的许可证。需求估计模型为每个服务提供者创建空间和时间需求估计。评估系统确定每个许可证的边际价值,并在招标过程中进一步使用。这里考虑了三种不同的场景。首先,将整个波特兰市视为一个区域,并将该区域的估计需求用于构建投标。拍卖决定了每个许可证的清算价格,并根据边际估值确定许可证的获胜者。在完成市场清算和许可证分配之后,我们将度量提供商的许可证总成本、未使用容量的数量和未服务的呼叫数量。在第二个场景中,城市被划分为2个区域,从而使各个区域之间的呼叫对数量最小化。每个地区分别拍卖。供应商现在可以按顺序决定每个区域的估值,以便他们可以使用第一个区域的分配信息来优化第二个区域的出价。再次进行相同的测量,以了解与第一个场景相比,该场景的社会影响。最后,第三种情况就像第二种情况一样,但城市现在被分成两个区域,这样一来,呼叫密度和人口在区域之间平均分配。对三种情景的结果进行了比较和分析,以确定地理互补需求投标对社会成本和使用容量的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Impact of geographic complementarity in dynamic spectrum access
This research examines the impact of demand bids which account for geographic complementarity in spectrum demand, on the allocation and pricing of wireless spectrum licenses. Using an individual based simulation environment and a model of spectrum demand for the region of Portland, OR, we study a primary market to allocate spectrum licenses to wireless service providers. A truthful and efficient market clearing mechanism is used to sell the available licenses. A demand estimation model creates spatial and temporal demand estimates for each of the service providers. A valuation system determines the marginal value of each license which is further used in the bidding process. Three different scenarios are considered. First, the entire city of Portland is considered as one region and the estimated demand for this region is used to construct bids. The auction determines the clearing price for each license and the winner of the licenses based on the marginal valuations. After the market clearing is done and license allocations are made, we measure the total cost of licenses to the providers, the amount of unused capacity, and the number of unserved calls. In the second scenario, the city is divided into 2 regions in such a way that the number of call pairs are minimized across regions. Each region is auctioned separately. The providers can now decide their valuations sequentially for each region, so that they can use information on the allocations of the first region to optimally bid in the second region. The same set of measurements are taken again to understand the social impact of this scenario in comparison to the fist one. Finally a third scenario is run which is just like the second scenario but the city is now split into 2 regions in such a way that the call density and population is split evenly between regions. Results from the three scenarios are compared and analyzed to determine the impact of geographically complementary demand bids on the social cost and capacity used.
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