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Multi-objective reaction optimization under uncertainties using expected quantile improvement

Multi-objective reaction optimization under uncertainties using expected quantile improvement
Multi-objective reaction optimization under uncertainties using expected quantile improvement

Multi-objective Bayesian optimization (MOBO) has shown to be a promising tool for reaction development. However, noise is usually inevitable in experimental and chemical processes, and finding reliable solutions is challenging when the noise is unknown or significant. In this study, we focus on finding a set of optimal reaction conditions using multi-objective Euclidian expected quantile improvement (MO-E-EQI) under noisy settings. First, the performance of MO-E-EQI is evaluated by comparing with some recent MOBO algorithms in silico with linear and log-linear heteroscedastic noise structures and different magnitudes. It is noticed that high noise can degrade the performance of MOBO algorithms. MO-E-EQI shows robust performance in terms of hypervolume-based metric, coverage metric and number of solutions on the Pareto front. Finally, MO-E-EQI is implemented in a real case to optimize an esterification reaction to achieve the maximum space-time-yield and the minimal E-factor. The algorithm identifies a clear trade-off between the two objectives.

Heteroscedastic noise, Machine learning, Multi-objective Bayesian optimization, Reaction development
0098-1354
Jhang, Jiyizhe
c1a780ff-b79f-4800-b755-cabead1b8353
Semochkina, Dasha
011d4fa0-cf50-4739-890e-7f453027432f
Sugisawa, Naoto
920a4e35-3c5d-4f8c-8aa5-51ef59161a03
Woods, Dave
ae21f7e2-29d9-4f55-98a2-639c5e44c79c
Lapkin, Alexei
dcf9b635-b678-406e-8e11-c21a7a1087b8
Jhang, Jiyizhe
c1a780ff-b79f-4800-b755-cabead1b8353
Semochkina, Dasha
011d4fa0-cf50-4739-890e-7f453027432f
Sugisawa, Naoto
920a4e35-3c5d-4f8c-8aa5-51ef59161a03
Woods, Dave
ae21f7e2-29d9-4f55-98a2-639c5e44c79c
Lapkin, Alexei
dcf9b635-b678-406e-8e11-c21a7a1087b8

Jhang, Jiyizhe, Semochkina, Dasha, Sugisawa, Naoto, Woods, Dave and Lapkin, Alexei (2025) Multi-objective reaction optimization under uncertainties using expected quantile improvement. Computers and Chemical Engineering, 194, [108983]. (doi:10.1016/j.compchemeng.2024.108983).

Record type: Article

Abstract

Multi-objective Bayesian optimization (MOBO) has shown to be a promising tool for reaction development. However, noise is usually inevitable in experimental and chemical processes, and finding reliable solutions is challenging when the noise is unknown or significant. In this study, we focus on finding a set of optimal reaction conditions using multi-objective Euclidian expected quantile improvement (MO-E-EQI) under noisy settings. First, the performance of MO-E-EQI is evaluated by comparing with some recent MOBO algorithms in silico with linear and log-linear heteroscedastic noise structures and different magnitudes. It is noticed that high noise can degrade the performance of MOBO algorithms. MO-E-EQI shows robust performance in terms of hypervolume-based metric, coverage metric and number of solutions on the Pareto front. Finally, MO-E-EQI is implemented in a real case to optimize an esterification reaction to achieve the maximum space-time-yield and the minimal E-factor. The algorithm identifies a clear trade-off between the two objectives.

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Accepted/In Press date: 13 December 2024
e-pub ahead of print date: 9 January 2025
Published date: 15 January 2025
Additional Information: Publisher Copyright: © 2025 The Authors
Keywords: Heteroscedastic noise, Machine learning, Multi-objective Bayesian optimization, Reaction development

Identifiers

Local EPrints ID: 497498
URI: http://eprints.soton.ac.uk/id/eprint/497498
ISSN: 0098-1354
PURE UUID: b2542f80-e222-4873-b4b3-b396ef8a0133
ORCID for Dasha Semochkina: ORCID iD orcid.org/0000-0003-0607-5882
ORCID for Dave Woods: ORCID iD orcid.org/0000-0001-7648-429X

Catalogue record

Date deposited: 23 Jan 2025 17:54
Last modified: 22 Aug 2025 02:26

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Contributors

Author: Jiyizhe Jhang
Author: Naoto Sugisawa
Author: Dave Woods ORCID iD
Author: Alexei Lapkin

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