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Research map / Learning theory and algorithms / Sample complexity

Optimal Scaling for Locally Balanced Proposals in Discrete Spaces

NeurIPS 2022 · Learning theory and algorithms › Sample complexity · approach: Minimax estimation rates · 0 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Adapt the update scale instead of fixing it at one siteLBP · BernoulliEJD: 1.00 -> 78.63Helped
Adapt the update scale instead of fixing it at one siteLBP · IsingEJD: 1.00 -> 96.23Helped
Adapt the update scale instead of fixing it at one siteLBP · FHMMEJD: 1.00 -> 242.01Helped
Adapt the update scale instead of fixing it at one siteLBP · RBMEJD: 0.98 -> 26.07Helped
Adapt the update scale rather than fix the proposal to one flipRWM · Bernoulli, Ising, FHMMEJD: 0.65 -> 1.70; 0.64 -> 1.58; 0.79 -> 4.32Helped
Adapt the update scale rather than fix the proposal to one flipRWM · RBMEJD: 0.17 -> 0.17No clear effect
Use adaptive scaling rather than grid-search scalingLBP · Bernoulli, Ising, FHMM, RBMEJD: 78.63 vs 78.83; 96.23 vs 96.68; 242.01 vs 242.52; 26.07 vs 25.86Mixed
Adapt the scale for PCD samplingLBP_b · Static MNISTminimum M-H steps for PCD: 90 -> 20Helped
Adapt the scale for PCD samplingLBP_s · Omniglotminimum M-H steps for PCD: 30 -> 5Helped
Use LBP with scale R proportional to N^(2/3), tuned to acceptance rate 0.574LBP · Discrete product targetsexpected jump distance: 0.574Helped
Use RWM with its optimal acceptance rate 0.234 rather than a larger update scaleRWM · Discrete product targetsexpected jump distance: 0.234Helped
Use optimally scaled LBP instead of optimally scaled RWMLBP versus RWM · Discrete models as dimension N growsrelative efficiency: O(N^(2/3))Helped

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