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- W43988862 abstract "In this paper, we will provide a fast polynomialtime algorithm for solving simple temporal problems (STPs) with piecewise linear convex preference functions and a utilitarian objective function. Our algorithm is motivated by the study of the linear programming (LP)-dual of a given mincost circulation problem (MCCP). We will also show how this duality relationship between simple temporal problems with preferences (STPPs) and MCCPs leads to fast incremental algorithms for solving the former. Our algorithms bear important implications in planning, scheduling and execution monitoring scenarios where (partial) plans are subject to repeated changes, and the most preferred solutions to the underlying STPPs have to be computed and updated fast (incrementally)." @default.
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- W43988862 date "2007-01-06" @default.
- W43988862 modified "2023-09-26" @default.
- W43988862 title "Fast (incremental) algorithms for useful classes of simple temporal problems with preferences" @default.
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