Applying IC-Scheduling Theory to Familiar Classes of Computations

Earlier work has developed the underpinnings of IC-scheduling theory, an algorithmic framework for scheduling computations having intertask dependencies for Internet-based computing (IC). The theory aims to produce schedules that render tasks eligible for execution at the maximum possible rate, so as to: (a) utilize remote clients´ computational resources well, by always having work available for allocation; (b) lessen the likelihood that a computation can stall for lack of tasks that are eligible for execution. The current paper reconnects the theory, which models computations abstractly, with a variety of significant real computations and computational paradigms, by illustrating how to schedule these computations optimally.