PPSN 2024

概要

「A Surrogate-assisted Partial Optimization for Expensive Constrained Optimization Problems」というタイトルで,PPSN 2024 にてポスター発表を行います.会場は University of Applied Sciences Upper Austria です.

日付
Sep 14, 2024 09:00 — Sep 18, 2024 18:00
場所
University of Applied Sciences Upper Austria, Hagenberg im Mühlkreis, Austria

すべての発表はポスター形式です.

現時点では,私たちの発表は,9月16日(月) 15:30-17:00 (CEST, 中央ヨーロッパ夏時間)の予定です.

口頭発表より濃い議論ができるポスター発表を楽しみにしています!

Abstract of the Paper

Surrogate-assisted evolutionary algorithms (SAEAs) are gradually gaining attention as a method for solving expensive optimization problems with inequality constraints. Most SAEAs construct a surrogate model for each objective/constraint function and then aggregate approximation functions of constraints to estimate the feasibility of unevaluated solutions. However, because of the aggregation, the differences in the scales among constraints are ignored. Constraints with smaller scales do not benefit from constraint handling techniques as much as larger constraints, while the effects of handling constraints with larger scales scatter to the other many constraints. This results in an inefficient constraint optimization. Accordingly, this work proposes a new SAEA that partially optimizes each objective/constraint, namely surrogate-assisted partial optimization (SAPO). Solutions with better values of objective/constraint are selected from the evaluated solutions as the parent solutions and a focused objective/constraint is independently optimized using surrogate models one by one. Experimental results reveal the superiority of SAPO compared to the state-of-the-art SAEAs on a single-objective optimization problem suite with inequality constraints under an expensive optimization scenario.

開催趣旨(ホームページより引用)

The International Conference on Parallel Problem Solving From Nature is a biannual open forum fostering the study of natural models, iterative optimization heuristics search heuristics, machine learning, and other artificial intelligence approaches. We invite researchers and practitioners to present their work, ranging from rigorously derived mathematical results to carefully crafted empirical studies.

西原 慧
西原 慧
博士課程後期 3年

進化計算の研究に従事しています.

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