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Sequential Bayesian Experimental Design with Variable Cost Structure

NeurIPS 2020 · Probabilistic and scientific modeling › Bayesian optimization · approach: Regret bounds for Bayesian optimization · 5 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use marginal-utility refinement (mu) instead of action elimination (ae)BOEDIR · Gaussian MRF, cost to reach target performancecomputational costHelped
use marginal-utility refinement (mu) instead of LUCBBOEDIR · Gaussian MRF, cost to reach target performancecomputational costHelped
use ae instead of mu when posterior cost is lowBOEDIR · Gaussian MRFcomputational costHurt
use LUCB instead of mu when posterior inference is expensiveBOEDIR · Gaussian MRFcomputational costHurt
use mu instead of single-bound proxy bed-lbBOED · Gaussian MRF, fixed budgetnegative regretNo clear effect
use mu instead of upper-bound proxy bed-ubBOED · Gaussian MRF, fixed budgetnegative regretHelped
move from scarce to broad to abundant motifBOEDIR mu · Gaussian MRFcomputational costHurt
relax target performance guaranteeBOEDIR · Gaussian MRFcomputational costHelped
use mu instead of ae with parallelized samplerBOEDIR · Multi-object trackingcomputational costHelped
use mu instead of ae with serial samplerBOEDIR · Multi-object trackingcomputational costNo clear effect
use iterative refinement (mu/ae) instead of full-budget bed-lbBOEDIR · Multi-object trackingcost and mode entropyHelped
use mu on the scarce motif versus ae and lucbBOEDIR · Gaussian MRF scarce motifcomputational costNo clear effect

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