UET scheduling with unit interprocessor communication delays
Discrete Applied Mathematics
New complexity results on scheduling with small communication delays
Discrete Applied Mathematics - Special volume: Aridam VI and VII, Rutcor, New Brunswick, NJ, USA (1991 and 1992)
Approximation of algorithms for scheduling trees with general communication delays
Parallel Computing - Special issue on task scheduling problems for parallel and distributed systems
Computers and Intractability: A Guide to the Theory of NP-Completeness
Computers and Intractability: A Guide to the Theory of NP-Completeness
Theoretical Computer Science
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We investigate the problem of minimizing the makespan for the multiprocessor scheduling problem. We show that there is no hope of finding a ρ-approximation with $\displaystyle \rho c denotes the communication delay between two tasks i and j submitted to a precedence constraint and to be processed by two different machines. The problem becomes polynomial whenever the makespan is at the most (c+1). The (c+2) case is still partially opened.