Abstract

The inception of algorithm portfolios has had a dramatic impact on constraint programming, operations research, and many other fields. Based on the observation that solvers have complementary strengths and therefore exhibit incomparable behavior on different problem instances, the ideas of running multiple solvers in parallel or selecting one solver based on the features of a given instance were introduced. Appropriately, these approaches have been named algorithm portfolios. Portfolio research has led to a wealth of different approaches and an amazing boost in solver performance in the past decade. This chapter demonstrates how the ISAC methodology can be applied to this task. Ultimately, here we aim to develop algorithm portfolios that are able to deal effectively with a vast range of input instances from a variety of sources.

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