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Parallel integer optimization for crew scheduling
DOI:10.1023/A:1019293017474.png)
Abstract
En 中文
Performance aspects of a Lagrangian relaxation based heuristic for solving large 0-1 integer linear programs are discussed. In particular, we look at its application to airline and; railway crew scheduling problems. We present a scalable parallelization of the original algorithm used in production at Carmen Systems AB, Goteborg, Sweden, based on distributing the variables. A lazy variant of this approach which decouples communication and computation is even useful on networks of workstations. Furthermore, we develop a new sequential active set strategy which requires less work and is better adapted to the memory hierarchy properties of modern RISC processors. This algorithm is also suited for parallelization on a moderate number of networked workstations.
Keywords:
airline crew scheduling
combinatorial optimization
Lagrangian relaxation
memory hierarchy
parallel 0/1 integer linear programming
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