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Performance & runtime improvements to info-theoretic acquisition functions (1/N) #2748

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A series of improvements directed towards improving the performance of PES & JES, as well as their MultiObj counterparts.

Motivation

As pointed out by @SebastianAment in this paper, the BoTorch variant of JES, and to an extent PES, is brutally slow an suspiciously ill-performing. To bring them up to their potential, I've added a series of performance improvements:

1. Improvement to get_optimal_samples and optimal_posterior_samples: As this is an integral part of their efficiency, I've added suggestions (similar to sample_around_best) to optimize_posterior_samples.
Marginal runtime improvement in acquisition optimization (sampling time practically unchanged):
runtime_pr1
Substantial performance improvement: pr1_regret.

2. Added initializer to acquisition funcction optimization: Similar to KG, ES methods have sensible suggestions for acquisition function optimization in the form of the sampled optima. This drastically reduces the time of acquisition function optimization, which could on occasion take 30+ seconds when num_restarts was large >4.

Benchmarking INC

2b. Multi-objective support for initializer: By re-naming arguments of the multi-objective variants, we get consistency and support for MO variants.

3. Enabled gradient-based optimization for PES: The current implementation contains a while-loop which forces the gradients to be recursively computed. This commonly causes NaN gradients, which is why the recommended option is "with_grad": False in the tutorial. One detach() alleviates this issue, enabling gradient-based optimization.

NOTE: this has NOT been ablated, since the non-grad optimization is extremely computationally demanding.

Test Plan

Unit tests and benchmarking.

Related PRs

First of a couple!

Bonus: while benchmarking, I had issues repro'ing the LogEI performance initially. I found that sample_around_best made LogEI worse on Mich5. All experiments are otherwise a repro of the settings used in the LogEI paper.
LogEI_sample_around_best

@facebook-github-bot facebook-github-bot added the CLA Signed Do not delete this pull request or issue due to inactivity. label Feb 18, 2025
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@sdaulton has imported this pull request. If you are a Meta employee, you can view this diff on Phabricator.

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Thanks! It seems like sample_around_best could definitely lead to the AF optimization getting stuck in a local optima

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codecov bot commented Feb 18, 2025

Codecov Report

All modified and coverable lines are covered by tests ✅

Project coverage is 99.99%. Comparing base (052d0d8) to head (9d8c549).
Report is 1 commits behind head on main.

Additional details and impacted files
@@           Coverage Diff           @@
##             main    #2748   +/-   ##
=======================================
  Coverage   99.99%   99.99%           
=======================================
  Files         203      203           
  Lines       18690    18701   +11     
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+ Hits        18689    18700   +11     
  Misses          1        1           

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@hvarfner
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@sdaulton for sure! I currently observe similar things for JES, but I'm not sure whether the found points are actually higher in acquisition function value or not (for either LogEI or JES)

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That would be interesting to see

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@saitcakmak saitcakmak left a comment

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Hi Carl! This seems like a decent improvement. Just a few comments in-line

Comment on lines +995 to +996
raw_samples: int = 2048,
num_restarts: int = 4,
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Is the motivation that raw_samples are cheap, so we can use more of them to get better restart points, which in turn helps us reduce num_restarts, which can be rather expensive in relation?

@@ -1008,13 +1012,17 @@ def optimize_posterior_samples(
negate the objective or otherwise transform the output.
return_transformed: A boolean indicating whether to return the transformed
or non-transformed samples.
suggested_points
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Let's complete the docstring here

bounds=bounds, n=round(raw_samples * frac_random), q=1
).squeeze(-2)
if suggested_points is not None:
from botorch.optim.initializers import sample_truncated_normal_perturbations
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Is this a local import, because it leads to cyclical dependencies? If so, we could move sample_truncated_normal_perturbations under utils (assuming it doesn't depend other code in optim).


perturbed_suggestions = sample_truncated_normal_perturbations(
X=suggested_points,
n_discrete_points=round(raw_samples * (1 - frac_random)),
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What happens if n here (or in candidate_set above) is 0? Should we protect against it or add an informative error? Since raw_samples is typically quite large, this should be unlikely to happen, so not really critical to address here.

candidate_set = draw_sobol_samples(
bounds=bounds, n=round(raw_samples * frac_random), q=1
).squeeze(-2)
if suggested_points is not None:
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If suggested_points is None, we end up with a candidate_set of size smaller than raw_samples. Should we make sure we always use raw_samples points?

Comment on lines +1052 to +1065
weights = (
candidate_queries - candidate_queries.mean(dim=-1, keepdim=True)
) / candidate_queries.std(dim=-1, keepdim=True)
eta = options.get("eta", 2.0)
weights = torch.exp(eta * weights)

# weights can be more than 2D, which is not supported by torch.multinomial
# the argsort picks out the indices that are nonzero, i.e. those that are drawn
# (without replacement, so we will always have num_restarts nonzero ones)
idx = (
Multinomial(num_restarts, probs=weights)
.sample()
.argsort(descending=True)[..., :num_restarts]
)
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This seems like a very similar logic to initialize_q_batch. Would it make sense to re-use that?

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4 participants