Abstract

The flexible flow shop scheduling problem is an NP-hard problem and it requires significant resolution time to find optimal or even adequate solutions when dealing with large size instances. Thus, this paper proposes a dual island genetic algorithm consisting of a parallel cellular model and a parallel pseudo-model. This is a two-level parallelization highly consistent with the underlying architectures and is well suited for parallelizing inside or between GPUs and a multicore CPU. At the higher level, the efficiency of the island GA is improved by exploring new regions within the search space utilizing different methods. In the meantime, the cellular model keeps the population diversity by decentralization and the pseudo-model enhances the search ability by the complementary parent strategy at the lower level. To encourage the information sharing between islands, a penetration inspired migration policy is designed which sets the topology, the rate, the interval, and the strategy adaptively. Finally, the proposed method is tested on some large size flexible flow shop scheduling instances in comparison with other parallel algorithms. The computational results show that it not only can obtain competitive results but also reduces execution time.

Highlights

  • The Flexible Flow Shop scheduling problem (FFS) focuses on improving machine utilization and reducing make-span

  • Different islands can work in parallel but Genetic Algorithm (GA) operations inside one island are executed in a sequential way

  • A dual heterogeneous island GA was proposed in this paper

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Summary

Introduction

The Flexible Flow Shop scheduling problem (FFS) focuses on improving machine utilization and reducing make-span. A migration operator is utilized to exchange individuals among islands This imitates the nature in a better way which increases the search diversification [6]. With the unprecedented evolution of GPUs and multi-core CPUs, almost all modern computers are equipped with both Some comparisons between their performances for GA applications were discussed [7], but the cooperation between the two in this domain was rarely concerned. These facts have motivated the design of a heterogeneous island GA that keeps better population diversity and is well suited for parallelization on GPUs and a multi-core CPU.

Related Works
Problem Definition
Dual Heterogeneous Island Strategy
Migration Policy
Numerical Experiments
Test on Migration Policy Execution Gap
Comparison Test on Solutions’ Quality
Comparison Test on Execution Time
Conclusions
References:
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