Multi-Source Grid Scheduling for Divisible Loads
Thomas G. Robertazzi, Dantong Yu · 2006
The applicability of min cost flow and multi-commodity flow mathematical programming problems to steady state, multi-source divisible load scheduling is examined. Applying the linear model concept of superposition to such steady state multi-source load distribution is suggested for linear and more general topologies. Finally, the use of heuristic optimization for a transient multi-source load distribution problem is discussed.