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We consider a set of multicast sources, each multicasting a finite amount of data to its corresponding destinations. The objective is to minimize the time to deliver all traffic, i.e., to obtain schedules of minimum length. We consider time-varying wireless networks with imperfect side information at the sources. We model the minimum-length scheduling problem through partially observable stochastic...
We study the problem of minimum-length scheduling in time-varying, single-hop wireless networks where each source of traffic has a finite amount of data to deliver to its corresponding destination. Our objective is to obtain a joint scheduling and rate control policy that minimizes the overall time required to deliver all the data to its intended destinations. We incorporate the physical layer into...
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