2022
DOI: 10.1007/s11081-022-09740-5
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Surrogate-based branch-and-bound algorithms for simulation-based black-box optimization

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Cited by 4 publications
(2 citation statements)
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“…To choose a reasonable set of operating parameters to simulate at the 25,344 input conditions, as listed in Table S5, we first developed an optimized set of operating parameters at standard ambient conditions ( T amb = 298 K, P amb = 105 kPa, C normalC O 2 , a m b = 400 ppm) at 60% RH. This optimization used a python data-driven surrogate-based branch-and-bound (DDSBB) optimization package developed by Zhai and Boukouvala. , This approach treats gPROMS simulations as a black-box function and fits the output with surrogate models as well as convex underestimates to determine the global optimum. Information on the uniform sampling inputs used with gPROMs is available as a supplementary file, and further information about the DDSBB calculations is given in the Supporting Information.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…To choose a reasonable set of operating parameters to simulate at the 25,344 input conditions, as listed in Table S5, we first developed an optimized set of operating parameters at standard ambient conditions ( T amb = 298 K, P amb = 105 kPa, C normalC O 2 , a m b = 400 ppm) at 60% RH. This optimization used a python data-driven surrogate-based branch-and-bound (DDSBB) optimization package developed by Zhai and Boukouvala. , This approach treats gPROMS simulations as a black-box function and fits the output with surrogate models as well as convex underestimates to determine the global optimum. Information on the uniform sampling inputs used with gPROMs is available as a supplementary file, and further information about the DDSBB calculations is given in the Supporting Information.…”
Section: Methodsmentioning
confidence: 99%
“…This optimization used a python data-driven surrogate-based branch-and-bound (DDSBB) optimization package developed by Zhai and Boukouvala. 42 , 43 This approach treats gPROMS simulations as a black-box function and fits the output with surrogate models as well as convex underestimates to determine the global optimum. Information on the uniform sampling inputs used with gPROMs is available as a supplementary file, and further information about the DDSBB calculations is given in the Supporting Information .…”
Section: Methodsmentioning
confidence: 99%