Abstract

Different from conventional single-task optimization, the recently proposed multitasking optimization (MTO) simultaneously deals with multiple optimization tasks with different types of decision variables. MTO explores the underlying similarity and complementarity among the component tasks to improve the optimization process. The well-known multifactorial evolutionary algorithm (MFEA) has been successfully introduced to solve MTO problems based on transfer learning. However, it uses a simple and random inter-task transfer learning strategy, thereby resulting in slow convergence. To deal with this issue, this paper presents a two-level transfer learning (TLTL) algorithm, in which the upper-level implements inter-task transfer learning via chromosome crossover and elite individual learning, and the lower-level introduces intra-task transfer learning based on information transfer of decision variables for an across-dimension optimization. The proposed algorithm fully uses the correlation and similarity among the component tasks to improve the efficiency and effectiveness of MTO. Experimental studies demonstrate the proposed algorithm has outstanding ability of global search and fast convergence rate.

Highlights

  • In recent years, the development of evolutionary computation has attracted extensive attention

  • All compared algorithms are performed in 20 independent runs on each Multitasking optimization (MTO) problem

  • To study the scalability of the proposed algorithm in solving more complex tri-tasking optimization problems, we construct nine tri-tasking optimization problems based on the bitasking problems (Da et al, 2016)

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Summary

A Two-Level Transfer Learning Algorithm for Evolutionary Multitasking

Xiaoliang Ma1,2,3†, Qunjian Chen1,2,3†, Yanan Yu1,2,3, Yiwen Sun, Lijia Ma1,2,3 and Zexuan Zhu1,2,3*. The well-known multifactorial evolutionary algorithm (MFEA) has been successfully introduced to solve MTO problems based on transfer learning. It uses a simple and random inter-task transfer learning strategy, thereby resulting in slow convergence. To deal with this issue, this paper presents a two-level transfer learning (TLTL) algorithm, in which the upper-level implements inter-task transfer learning via chromosome crossover and elite individual learning, and the lower-level introduces intra-task transfer learning based on information transfer of decision variables for an across-dimension optimization. The proposed algorithm fully uses the correlation and similarity among the component tasks to improve the efficiency and effectiveness of MTO.

INTRODUCTION
AND RELATED WORK
METHOD
14. Compute factorial rank for all individuals
Randomly select an individual pr from Pt
EXPERIMENTAL METHODOLOGY
RESULTS
DISCUSSION AND CONCLUSION
Full Text
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