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Exploiting Different Cognition Levels of Channel Information in Transmission Scheduling of Two Sources Over Time Varying Wireless Channels

机译:利用时变无线信道在两个源的传输调度中利用信道信息的不同认知水平

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In this work, we investigate the methods to optimally exploit different cognition levels of channel information in transmission control for interfering sources. We consider a network that consists of two transmitter–receiver pairs which operate over time varying channels. We obtain the optimal scheduling techniques which maximize the expected weighted sum-rate of the network per time slot. The scheduling decisions depend on the information about the channels between nodes. Due to energy and timing overhead, learning instantaneous channels states may be costly or infeasible. We consider the optimal scheduling policies in the following cases: (1) when all the channels are perfectly measured, (2) when all the channels are measured with some error probability, (3) when delayed information about the channels is known using previous time slots transmissions, (4) when the channels are measured infrequently, (5) when the channels are not measured at all, or (6) when the decisions are taken in a distributed manner. In each of the cases, we exploit the channel characteristics to formulate the scheduling optimization problem. We derive the formulas for the belief about the channels to be in a certain state at a certain time slot. We formulate the problem of finding the optimal policy in the case of availability of delayed information as a partially observable Markovian decision problem (POMDP). In the case of distributed scheduling, we formulate the problem as a quadratic program. We compare the optimal performance levels in all the cases numerically and thus evaluate the effect of channel state information knowledge.
机译:在这项工作中,我们研究了在干扰源的传输控制中最佳利用信道信息的不同认知水平的方法。我们考虑一个由两对发射机-接收机对组成的网络,它们在时变信道上运行。我们获得了最佳调度技术,该技术可使每个时隙的预期网络加权加权总和最大化。调度决策取决于有关节点之间的信道的信息。由于能量和定时开销,学习瞬时信道状态可能是昂贵的或不可行的。我们在以下情况下考虑最佳调度策略:(1)当所有通道均得到完美测量时,(2)当所有通道均以一定的误差概率测量时,(3)当使用先前时间获知有关通道的延迟信息时时隙传输,(4)不经常测量信道时,(5)根本不测量信道时,或(6)以分布式方式做出决定时。在每种情况下,我们都利用信道特性来制定调度优化问题。我们推导了有关信道在特定时隙处于特定状态的信念的公式。我们将在可获得延迟信息的情况下找到最佳策略的问题公式化为部分可观察到的马尔可夫决策问题(POMDP)。在分布式调度的情况下,我们将该问题公式化为二次程序。我们通过数值比较所有情况下的最佳性能水平,从而评估信道状态信息知识的效果。

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