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Movement Penalized Bayesian Optimization with Application to Wind Energy Systems

NeurIPS 2022 · Probabilistic and scientific modeling › Bayesian optimization · approach: Regret bounds for Bayesian optimization · 4 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use GP-MD to account for movement costs, rather than movement-cost-agnostic CGP-LCBContextual Bayesian optimization · Synthetic functions, movement cost at least as important as service cost (ρ = 0.5 or 1.0)total costHelped
Account for movement costs with GP-MD instead of using CGP-LCBAWE altitude optimization · Wind data at European locations; varying ρtotal energy generatedHelped
Account for movement costs with GP-MD instead of using CGP-LCBAWE altitude optimization · AWE altitude optimization, ρ = 4total energy generatedHelped
Use GP-MD rather than movement-cost-agnostic CGP-LCBContextual Bayesian optimization · Synthetic functions, movement cost dominatesmovement costHelped
Use GP-MD rather than CGP-LCB as service cost becomes dominantContextual Bayesian optimization · Synthetic functions, ρ = 2.0total costMixed
Increase the service-cost weight ρ, shifting emphasis away from movement costAWE altitude optimization · AWE altitude optimization, increasing ρtotal energy generatedMixed
Use GP-MD rather than the stationary strategyAWE altitude optimization · AWE altitude optimization, ρ = 4total energy generatedHelped
Use GP-MD rather than the stationary strategyAWE altitude optimization · AWE altitude optimization, ρ = 4service costHelped
Update confidence bounds after every timestep instead of less frequently (ablation)GP-MD · ExperimentsperformanceHelped
Use ρ = 1 rather than ρ = 4, increasing the relative importance of movement-cost reductionGP-MD · AWE altitude optimizationmovement costHelped

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