A performance guarantee for the greedy set-partitioning algorithm
Acta Informatica
Proceedings of the thirty-eighth annual ACM symposium on Theory of computing
Optimal semi-online algorithms for machine covering
Theoretical Computer Science
k-Partitioning problems with partition matroid constraint
Theoretical Computer Science
Semi-online machine covering for two uniform machines
Theoretical Computer Science
Maximizing the minimum load for selfish agents
Theoretical Computer Science
Note: Tight bounds for bandwidth allocation on two links
Discrete Applied Mathematics
Optimal on-line algorithms for the uniform machine scheduling problem with ordinal data
Information and Computation
On-line machine covering on two machines with local migration
Computers & Mathematics with Applications
A polynomial-time approximation scheme for maximizing the minimum machine completion time
Operations Research Letters
Annals of Mathematics and Artificial Intelligence
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We consider the problem of assigning a set of jobs to a system of m identical processors in order to maximize the earliest processor completion time. It was known that the LPT-heuristic gives an approximation of worst case ratio at most 34. In this note we show that the exact worst case ratio of LPT is (3m - 1)/(4m - 2).