Source code for botorch.acquisition.input_constructors
#!/usr/bin/env python3
# Copyright (c) Meta Platforms, Inc. and affiliates.
#
# This source code is licensed under the MIT license found in the
# LICENSE file in the root directory of this source tree.
r"""
A registry of helpers for generating inputs to acquisition function
constructors programmatically from a consistent input format.
"""
from __future__ import annotations
import inspect
from typing import (
Any,
Callable,
Dict,
Hashable,
Iterable,
List,
Optional,
Sequence,
Tuple,
Type,
TypeVar,
Union,
)
import torch
from botorch.acquisition.acquisition import AcquisitionFunction
from botorch.acquisition.analytic import (
ConstrainedExpectedImprovement,
ExpectedImprovement,
LogConstrainedExpectedImprovement,
LogExpectedImprovement,
LogNoisyExpectedImprovement,
LogProbabilityOfImprovement,
NoisyExpectedImprovement,
PosteriorMean,
ProbabilityOfImprovement,
UpperConfidenceBound,
)
from botorch.acquisition.cost_aware import InverseCostWeightedUtility
from botorch.acquisition.fixed_feature import FixedFeatureAcquisitionFunction
from botorch.acquisition.joint_entropy_search import qJointEntropySearch
from botorch.acquisition.knowledge_gradient import (
qKnowledgeGradient,
qMultiFidelityKnowledgeGradient,
)
from botorch.acquisition.logei import (
qLogExpectedImprovement,
qLogNoisyExpectedImprovement,
TAU_MAX,
TAU_RELU,
)
from botorch.acquisition.max_value_entropy_search import (
qMaxValueEntropy,
qMultiFidelityMaxValueEntropy,
)
from botorch.acquisition.monte_carlo import (
qExpectedImprovement,
qNoisyExpectedImprovement,
qProbabilityOfImprovement,
qSimpleRegret,
qUpperConfidenceBound,
)
from botorch.acquisition.multi_objective import (
ExpectedHypervolumeImprovement,
MCMultiOutputObjective,
qExpectedHypervolumeImprovement,
qNoisyExpectedHypervolumeImprovement,
)
from botorch.acquisition.multi_objective.logei import (
qLogExpectedHypervolumeImprovement,
qLogNoisyExpectedHypervolumeImprovement,
)
from botorch.acquisition.multi_objective.objective import IdentityMCMultiOutputObjective
from botorch.acquisition.multi_objective.utils import get_default_partitioning_alpha
from botorch.acquisition.objective import (
ConstrainedMCObjective,
IdentityMCObjective,
MCAcquisitionObjective,
PosteriorTransform,
)
from botorch.acquisition.preference import AnalyticExpectedUtilityOfBestOption
from botorch.acquisition.risk_measures import RiskMeasureMCObjective
from botorch.acquisition.utils import (
compute_best_feasible_objective,
expand_trace_observations,
get_infeasible_cost,
get_optimal_samples,
project_to_target_fidelity,
)
from botorch.exceptions.errors import UnsupportedError
from botorch.models.cost import AffineFidelityCostModel
from botorch.models.deterministic import FixedSingleSampleModel
from botorch.models.gpytorch import GPyTorchModel
from botorch.models.model import Model
from botorch.optim.optimize import optimize_acqf
from botorch.sampling.base import MCSampler
from botorch.sampling.normal import IIDNormalSampler, SobolQMCNormalSampler
from botorch.utils.containers import BotorchContainer
from botorch.utils.datasets import SupervisedDataset
from botorch.utils.multi_objective.box_decompositions.non_dominated import (
FastNondominatedPartitioning,
NondominatedPartitioning,
)
from torch import Tensor
ACQF_INPUT_CONSTRUCTOR_REGISTRY = {}
T = TypeVar("T")
MaybeDict = Union[T, Dict[Hashable, T]]
TOptimizeObjectiveKwargs = Union[
None,
MCAcquisitionObjective,
PosteriorTransform,
Tuple[Tensor, Tensor],
Dict[int, float],
bool,
int,
Dict[str, Any],
Callable[[Tensor], Tensor],
Tensor,
]
def _field_is_shared(
datasets: Union[Iterable[SupervisedDataset], Dict[Hashable, SupervisedDataset]],
fieldname: str,
) -> bool:
r"""Determines whether or not a given field is shared by all datasets."""
if isinstance(datasets, dict):
datasets = datasets.values()
base = None
for dataset in datasets:
if not hasattr(dataset, fieldname):
raise AttributeError(f"{type(dataset)} object has no field `{fieldname}`.")
obj = getattr(dataset, fieldname)
if base is None:
base = obj
elif isinstance(base, Tensor):
if not torch.equal(base, obj):
return False
elif base != obj: # pragma: no cover
return False
return True
def _get_dataset_field(
dataset: MaybeDict[SupervisedDataset],
fieldname: str,
transform: Optional[Callable[[BotorchContainer], Any]] = None,
join_rule: Optional[Callable[[Sequence[Any]], Any]] = None,
first_only: bool = False,
assert_shared: bool = False,
) -> Any:
r"""Convenience method for extracting a given field from one or more datasets."""
if isinstance(dataset, dict):
if assert_shared and not _field_is_shared(dataset, fieldname):
raise ValueError(f"Field `{fieldname}` must be shared.")
if not first_only:
fields = (
_get_dataset_field(d, fieldname, transform) for d in dataset.values()
)
return join_rule(tuple(fields)) if join_rule else tuple(fields)
dataset = next(iter(dataset.values()))
field = getattr(dataset, fieldname)
return transform(field) if transform else field
[docs]
def get_acqf_input_constructor(
acqf_cls: Type[AcquisitionFunction],
) -> Callable[..., Dict[str, Any]]:
r"""Get acquisition function input constructor from registry.
Args:
acqf_cls: The AcquisitionFunction class (not instance) for which
to retrieve the input constructor.
Returns:
The input constructor associated with `acqf_cls`.
"""
if acqf_cls not in ACQF_INPUT_CONSTRUCTOR_REGISTRY:
raise RuntimeError(
f"Input constructor for acquisition class `{acqf_cls.__name__}` not "
"registered. Use the `@acqf_input_constructor` decorator to register "
"a new method."
)
return ACQF_INPUT_CONSTRUCTOR_REGISTRY[acqf_cls]
[docs]
def allow_only_specific_variable_kwargs(f: Callable[..., T]) -> Callable[..., T]:
"""
Decorator for allowing a function to accept keyword arguments that are not
explicitly listed in the function signature, but only specific ones.
This decorator is applied in `acqf_input_constructor` so that all constructors
obtained with `acqf_input_constructor` allow keyword
arguments such as `training_data` and `objective`, even if they do not appear
in the signature of `f`. Any other keyword arguments will raise an error.
"""
allowed = {
"training_data",
"objective",
"posterior_transform",
"X_baseline",
"X_pending",
"objective_thresholds",
"constraints",
"target_fidelities",
"bounds",
}
def g(*args: Any, **kwargs: Any) -> T:
new_kwargs = {}
accepted_kwargs = inspect.signature(f).parameters.keys()
for k, v in kwargs.items():
if k in accepted_kwargs:
new_kwargs[k] = v
elif k not in allowed:
raise TypeError(
f"Unexpected keyword argument `{k}` when"
f" constructing input arguments for {f.__name__}."
)
return f(*args, **new_kwargs)
return g
[docs]
def acqf_input_constructor(
*acqf_cls: Type[AcquisitionFunction],
) -> Callable[..., AcquisitionFunction]:
r"""Decorator for registering acquisition function input constructors.
Args:
acqf_cls: The AcquisitionFunction classes (not instances) for which
to register the input constructor.
"""
for acqf_cls_ in acqf_cls:
if acqf_cls_ in ACQF_INPUT_CONSTRUCTOR_REGISTRY:
raise ValueError(
"Cannot register duplicate arg constructor for acquisition "
f"class `{acqf_cls_.__name__}`"
)
def decorator(method):
method_kwargs = allow_only_specific_variable_kwargs(method)
for acqf_cls_ in acqf_cls:
ACQF_INPUT_CONSTRUCTOR_REGISTRY[acqf_cls_] = method_kwargs
return method
return decorator
def _register_acqf_input_constructor(
acqf_cls: Type[AcquisitionFunction],
input_constructor: Callable[..., Dict[str, Any]],
) -> None:
ACQF_INPUT_CONSTRUCTOR_REGISTRY[acqf_cls] = input_constructor
# --------------------- Input argument constructors --------------------- #
[docs]
@acqf_input_constructor(PosteriorMean)
def construct_inputs_posterior_mean(
model: Model,
posterior_transform: Optional[PosteriorTransform] = None,
) -> Dict[str, Union[Model, Optional[PosteriorTransform]]]:
r"""Construct kwargs for PosteriorMean acquisition function.
Args:
model: The model to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
return {"model": model, "posterior_transform": posterior_transform}
[docs]
@acqf_input_constructor(
ExpectedImprovement,
LogExpectedImprovement,
ProbabilityOfImprovement,
LogProbabilityOfImprovement,
)
def construct_inputs_best_f(
model: Model,
training_data: MaybeDict[SupervisedDataset],
posterior_transform: Optional[PosteriorTransform] = None,
best_f: Optional[Union[float, Tensor]] = None,
maximize: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for the acquisition functions requiring `best_f`.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
Used to determine default value for `best_f`.
best_f: Threshold above (or below) which improvement is defined.
posterior_transform: The posterior transform to be used in the
acquisition function.
maximize: If True, consider the problem a maximization problem.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if best_f is None:
best_f = get_best_f_analytic(
training_data=training_data,
posterior_transform=posterior_transform,
)
return {
"model": model,
"posterior_transform": posterior_transform,
"best_f": best_f,
"maximize": maximize,
}
[docs]
@acqf_input_constructor(UpperConfidenceBound)
def construct_inputs_ucb(
model: Model,
posterior_transform: Optional[PosteriorTransform] = None,
beta: Union[float, Tensor] = 0.2,
maximize: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for `UpperConfidenceBound`.
Args:
model: The model to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
beta: Either a scalar or a one-dim tensor with `b` elements (batch mode)
representing the trade-off parameter between mean and covariance
maximize: If True, consider the problem a maximization problem.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
return {
"model": model,
"posterior_transform": posterior_transform,
"beta": beta,
"maximize": maximize,
}
[docs]
@acqf_input_constructor(
ConstrainedExpectedImprovement, LogConstrainedExpectedImprovement
)
def construct_inputs_constrained_ei(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective_index: int,
constraints: Dict[int, Tuple[Optional[float], Optional[float]]],
maximize: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for `ConstrainedExpectedImprovement`.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective_index: The index of the objective.
constraints: A dictionary of the form `{i: [lower, upper]}`, where
`i` is the output index, and `lower` and `upper` are lower and upper
bounds on that output (resp. interpreted as -Inf / Inf if None)
maximize: If True, consider the problem a maximization problem.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
# TODO: Implement best point computation from training data
# best_f =
# return {
# "model": model,
# "best_f": best_f,
# "objective_index": objective_index,
# "constraints": constraints,
# "maximize": maximize,
# }
raise NotImplementedError # pragma: nocover
[docs]
@acqf_input_constructor(NoisyExpectedImprovement, LogNoisyExpectedImprovement)
def construct_inputs_noisy_ei(
model: Model,
training_data: MaybeDict[SupervisedDataset],
num_fantasies: int = 20,
maximize: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for `NoisyExpectedImprovement`.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
num_fantasies: The number of fantasies to generate. The higher this
number the more accurate the model (at the expense of model
complexity and performance).
maximize: If True, consider the problem a maximization problem.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
# TODO: Add prune_baseline functionality as for qNEI
X = _get_dataset_field(training_data, "X", first_only=True, assert_shared=True)
return {
"model": model,
"X_observed": X,
"num_fantasies": num_fantasies,
"maximize": maximize,
}
[docs]
@acqf_input_constructor(qSimpleRegret)
def construct_inputs_qSimpleRegret(
model: Model,
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
X_baseline: Optional[Tensor] = None,
) -> Dict[str, Any]:
r"""Construct kwargs for qSimpleRegret.
Args:
model: The model to be used in the acquisition function.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `batch_shape, m x d`-dim Tensor of `m` design points
that have points that have been submitted for function evaluation
but have not yet been evaluated.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
X_baseline: A `batch_shape x r x d`-dim Tensor of `r` design points
that have already been observed. These points are considered as
the potential best design point. If omitted, checks that all
training_data have the same input features and take the first `X`.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if constraints is not None:
if X_baseline is None:
raise ValueError("Constraints require an X_baseline.")
objective = ConstrainedMCObjective(
objective=objective,
constraints=constraints,
infeasible_cost=get_infeasible_cost(
X=X_baseline, model=model, objective=objective
),
)
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"X_pending": X_pending,
"sampler": sampler,
}
[docs]
@acqf_input_constructor(qExpectedImprovement)
def construct_inputs_qEI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
best_f: Optional[Union[float, Tensor]] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
eta: Union[Tensor, float] = 1e-3,
) -> Dict[str, Any]:
r"""Construct kwargs for the `qExpectedImprovement` constructor.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
best_f: Threshold above (or below) which improvement is defined.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
eta: Temperature parameter(s) governing the smoothness of the sigmoid
approximation to the constraint indicators. For more details, on this
parameter, see the docs of `compute_smoothed_feasibility_indicator`.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if best_f is None:
best_f = get_best_f_mc(
training_data=training_data,
objective=objective,
posterior_transform=posterior_transform,
constraints=constraints,
model=model,
)
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"X_pending": X_pending,
"sampler": sampler,
"best_f": best_f,
"constraints": constraints,
"eta": eta,
}
[docs]
@acqf_input_constructor(qLogExpectedImprovement)
def construct_inputs_qLogEI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
best_f: Optional[Union[float, Tensor]] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
eta: Union[Tensor, float] = 1e-3,
fat: bool = True,
tau_max: float = TAU_MAX,
tau_relu: float = TAU_RELU,
) -> Dict[str, Any]:
r"""Construct kwargs for the `qExpectedImprovement` constructor.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
best_f: Threshold above (or below) which improvement is defined.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
eta: Temperature parameter(s) governing the smoothness of the sigmoid
approximation to the constraint indicators. For more details, on this
parameter, see the docs of `compute_smoothed_feasibility_indicator`.
fat: Toggles the logarithmic / linear asymptotic behavior of the smooth
approximation to the ReLU.
tau_max: Temperature parameter controlling the sharpness of the smooth
approximations to max.
tau_relu: Temperature parameter controlling the sharpness of the smooth
approximations to ReLU.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
return {
**construct_inputs_qEI(
model=model,
training_data=training_data,
objective=objective,
posterior_transform=posterior_transform,
X_pending=X_pending,
sampler=sampler,
best_f=best_f,
constraints=constraints,
eta=eta,
),
"fat": fat,
"tau_max": tau_max,
"tau_relu": tau_relu,
}
[docs]
@acqf_input_constructor(qNoisyExpectedImprovement)
def construct_inputs_qNEI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
X_baseline: Optional[Tensor] = None,
prune_baseline: Optional[bool] = True,
cache_root: Optional[bool] = True,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
eta: Union[Tensor, float] = 1e-3,
) -> Dict[str, Any]:
r"""Construct kwargs for the `qNoisyExpectedImprovement` constructor.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
X_baseline: A `batch_shape x r x d`-dim Tensor of `r` design points
that have already been observed. These points are considered as
the potential best design point. If omitted, checks that all
training_data have the same input features and take the first `X`.
prune_baseline: If True, remove points in `X_baseline` that are
highly unlikely to be the best point. This can significantly
improve performance and is generally recommended.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
eta: Temperature parameter(s) governing the smoothness of the sigmoid
approximation to the constraint indicators. For more details, on this
parameter, see the docs of `compute_smoothed_feasibility_indicator`.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if X_baseline is None:
X_baseline = _get_dataset_field(
training_data,
fieldname="X",
assert_shared=True,
first_only=True,
)
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"X_pending": X_pending,
"sampler": sampler,
"X_baseline": X_baseline,
"prune_baseline": prune_baseline,
"cache_root": cache_root,
"constraints": constraints,
"eta": eta,
}
[docs]
@acqf_input_constructor(qLogNoisyExpectedImprovement)
def construct_inputs_qLogNEI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
X_baseline: Optional[Tensor] = None,
prune_baseline: Optional[bool] = True,
cache_root: Optional[bool] = True,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
eta: Union[Tensor, float] = 1e-3,
fat: bool = True,
tau_max: float = TAU_MAX,
tau_relu: float = TAU_RELU,
):
r"""Construct kwargs for the `qLogNoisyExpectedImprovement` constructor.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
X_baseline: A `batch_shape x r x d`-dim Tensor of `r` design points
that have already been observed. These points are considered as
the potential best design point. If omitted, checks that all
training_data have the same input features and take the first `X`.
prune_baseline: If True, remove points in `X_baseline` that are
highly unlikely to be the best point. This can significantly
improve performance and is generally recommended.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
eta: Temperature parameter(s) governing the smoothness of the sigmoid
approximation to the constraint indicators. For more details, on this
parameter, see the docs of `compute_smoothed_feasibility_indicator`.
fat: Toggles the use of the fat-tailed non-linearities to smoothly approximate
the constraints indicator function.
tau_max: Temperature parameter controlling the sharpness of the smooth
approximations to max.
tau_relu: Temperature parameter controlling the sharpness of the smooth
approximations to ReLU.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
return {
**construct_inputs_qNEI(
model=model,
training_data=training_data,
objective=objective,
posterior_transform=posterior_transform,
X_pending=X_pending,
sampler=sampler,
X_baseline=X_baseline,
prune_baseline=prune_baseline,
cache_root=cache_root,
constraints=constraints,
eta=eta,
),
"fat": fat,
"tau_max": tau_max,
"tau_relu": tau_relu,
}
[docs]
@acqf_input_constructor(qProbabilityOfImprovement)
def construct_inputs_qPI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
tau: float = 1e-3,
best_f: Optional[Union[float, Tensor]] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
eta: Union[Tensor, float] = 1e-3,
) -> Dict[str, Any]:
r"""Construct kwargs for the `qProbabilityOfImprovement` constructor.
Args:
model: The model to be used in the acquisition function.
training_data: Dataset(s) used to train the model.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
tau: The temperature parameter used in the sigmoid approximation
of the step function. Smaller values yield more accurate
approximations of the function, but result in gradients
estimates with higher variance.
best_f: The best objective value observed so far (assumed noiseless). Can
be a `batch_shape`-shaped tensor, which in case of a batched model
specifies potentially different values for each element of the batch.
constraints: A list of constraint callables which map a Tensor of posterior
samples of dimension `sample_shape x batch-shape x q x m`-dim to a
`sample_shape x batch-shape x q`-dim Tensor. The associated constraints
are considered satisfied if the output is less than zero.
eta: Temperature parameter(s) governing the smoothness of the sigmoid
approximation to the constraint indicators. For more details, on this
parameter, see the docs of `compute_smoothed_feasibility_indicator`.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if best_f is None:
best_f = get_best_f_mc(
training_data=training_data,
objective=objective,
posterior_transform=posterior_transform,
constraints=constraints,
model=model,
)
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"X_pending": X_pending,
"sampler": sampler,
"tau": tau,
"best_f": best_f,
"constraints": constraints,
"eta": eta,
}
[docs]
@acqf_input_constructor(qUpperConfidenceBound)
def construct_inputs_qUCB(
model: Model,
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
X_pending: Optional[Tensor] = None,
sampler: Optional[MCSampler] = None,
beta: float = 0.2,
) -> Dict[str, Any]:
r"""Construct kwargs for the `qUpperConfidenceBound` constructor.
Args:
model: The model to be used in the acquisition function.
objective: The objective to be used in the acquisition function.
posterior_transform: The posterior transform to be used in the
acquisition function.
X_pending: A `m x d`-dim Tensor of `m` design points that have been
submitted for function evaluation but have not yet been evaluated.
Concatenated into X upon forward call.
sampler: The sampler used to draw base samples. If omitted, uses
the acquisition functions's default sampler.
beta: Controls tradeoff between mean and standard deviation in UCB.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"X_pending": X_pending,
"sampler": sampler,
"beta": beta,
}
def _get_sampler(mc_samples: int, qmc: bool) -> MCSampler:
"""Set up MC sampler for q(N)EHVI."""
# initialize the sampler
shape = torch.Size([mc_samples])
if qmc:
return SobolQMCNormalSampler(sample_shape=shape)
return IIDNormalSampler(sample_shape=shape)
[docs]
@acqf_input_constructor(ExpectedHypervolumeImprovement)
def construct_inputs_EHVI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective_thresholds: Tensor,
objective: Optional[MCMultiOutputObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
alpha: Optional[float] = None,
Y_pmean: Optional[Tensor] = None,
) -> Dict[str, Any]:
r"""Construct kwargs for `ExpectedHypervolumeImprovement` constructor."""
num_objectives = objective_thresholds.shape[0]
if constraints is not None:
raise NotImplementedError("EHVI does not yet support outcome constraints.")
X = _get_dataset_field(
training_data,
fieldname="X",
first_only=True,
assert_shared=True,
)
alpha = (
get_default_partitioning_alpha(num_objectives=num_objectives)
if alpha is None
else alpha
)
# Compute posterior mean (for ref point computation ref pareto frontier)
# if one is not provided among arguments.
if Y_pmean is None:
with torch.no_grad():
Y_pmean = model.posterior(X).mean
if alpha > 0:
partitioning = NondominatedPartitioning(
ref_point=objective_thresholds,
Y=Y_pmean,
alpha=alpha,
)
else:
partitioning = FastNondominatedPartitioning(
ref_point=objective_thresholds,
Y=Y_pmean,
)
kwargs = {
"model": model,
"ref_point": objective_thresholds,
"partitioning": partitioning,
}
if posterior_transform is not None:
kwargs["posterior_transform"] = posterior_transform
return kwargs
[docs]
@acqf_input_constructor(
qExpectedHypervolumeImprovement, qLogExpectedHypervolumeImprovement
)
def construct_inputs_qEHVI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective_thresholds: Tensor,
objective: Optional[MCMultiOutputObjective] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
alpha: Optional[float] = None,
sampler: Optional[MCSampler] = None,
X_pending: Optional[Tensor] = None,
eta: float = 1e-3,
mc_samples: int = 128,
qmc: bool = True,
) -> Dict[str, Any]:
r"""
Construct kwargs for `qExpectedHypervolumeImprovement` and
`qLogExpectedHypervolumeImprovement`.
"""
X = _get_dataset_field(
training_data,
fieldname="X",
first_only=True,
assert_shared=True,
)
# compute posterior mean (for ref point computation ref pareto frontier)
with torch.no_grad():
Y_pmean = model.posterior(X).mean
# For HV-based acquisition functions we pass the constraint transform directly
if constraints is not None:
# Adjust `Y_pmean` to contain feasible points only.
feas = torch.stack([c(Y_pmean) <= 0 for c in constraints], dim=-1).all(dim=-1)
Y_pmean = Y_pmean[feas]
num_objectives = objective_thresholds.shape[0]
alpha = (
get_default_partitioning_alpha(num_objectives=num_objectives)
if alpha is None
else alpha
)
if objective is None:
ref_point = objective_thresholds
Y = Y_pmean
elif isinstance(objective, RiskMeasureMCObjective):
ref_point = objective.preprocessing_function(objective_thresholds)
Y = objective.preprocessing_function(Y_pmean)
else:
ref_point = objective(objective_thresholds)
Y = objective(Y_pmean)
if alpha > 0:
partitioning = NondominatedPartitioning(
ref_point=ref_point,
Y=Y,
alpha=alpha,
)
else:
partitioning = FastNondominatedPartitioning(
ref_point=ref_point,
Y=Y,
)
if sampler is None and isinstance(model, GPyTorchModel):
sampler = _get_sampler(mc_samples=mc_samples, qmc=qmc)
return {
"model": model,
"ref_point": ref_point,
"partitioning": partitioning,
"sampler": sampler,
"X_pending": X_pending,
"constraints": constraints,
"eta": eta,
"objective": objective,
}
[docs]
@acqf_input_constructor(qNoisyExpectedHypervolumeImprovement)
def construct_inputs_qNEHVI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective_thresholds: Tensor,
objective: Optional[MCMultiOutputObjective] = None,
X_baseline: Optional[Tensor] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
alpha: Optional[float] = None,
sampler: Optional[MCSampler] = None,
X_pending: Optional[Tensor] = None,
eta: float = 1e-3,
fat: bool = False,
mc_samples: int = 128,
qmc: bool = True,
prune_baseline: bool = True,
cache_pending: bool = True,
max_iep: int = 0,
incremental_nehvi: bool = True,
cache_root: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for `qNoisyExpectedHypervolumeImprovement`'s constructor."""
if X_baseline is None:
X_baseline = _get_dataset_field(
training_data,
fieldname="X",
first_only=True,
assert_shared=True,
)
# This selects the objectives (a subset of the outcomes) and set each
# objective threshold to have the proper optimization direction.
if objective is None:
objective = IdentityMCMultiOutputObjective()
if constraints is not None:
if isinstance(objective, RiskMeasureMCObjective):
raise UnsupportedError(
"Outcome constraints are not supported with risk measures. "
"Use a feasibility-weighted risk measure instead."
)
if sampler is None and isinstance(model, GPyTorchModel):
sampler = _get_sampler(mc_samples=mc_samples, qmc=qmc)
if isinstance(objective, RiskMeasureMCObjective):
ref_point = objective.preprocessing_function(objective_thresholds)
else:
ref_point = objective(objective_thresholds)
num_objectives = objective_thresholds[~torch.isnan(objective_thresholds)].shape[0]
if alpha is None:
alpha = get_default_partitioning_alpha(num_objectives=num_objectives)
return {
"model": model,
"ref_point": ref_point,
"X_baseline": X_baseline,
"sampler": sampler,
"objective": objective,
"constraints": constraints,
"X_pending": X_pending,
"eta": eta,
"fat": fat,
"prune_baseline": prune_baseline,
"alpha": alpha,
"cache_pending": cache_pending,
"max_iep": max_iep,
"incremental_nehvi": incremental_nehvi,
"cache_root": cache_root,
}
[docs]
@acqf_input_constructor(qLogNoisyExpectedHypervolumeImprovement)
def construct_inputs_qLogNEHVI(
model: Model,
training_data: MaybeDict[SupervisedDataset],
objective_thresholds: Tensor,
objective: Optional[MCMultiOutputObjective] = None,
X_baseline: Optional[Tensor] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
alpha: Optional[float] = None,
sampler: Optional[MCSampler] = None,
X_pending: Optional[Tensor] = None,
eta: float = 1e-3,
fat: bool = True,
mc_samples: int = 128,
qmc: bool = True,
prune_baseline: bool = True,
cache_pending: bool = True,
max_iep: int = 0,
incremental_nehvi: bool = True,
cache_root: bool = True,
tau_relu: float = TAU_RELU,
tau_max: float = TAU_MAX,
) -> Dict[str, Any]:
"""
Construct kwargs for `qLogNoisyExpectedHypervolumeImprovement`'s constructor."
"""
return {
**construct_inputs_qNEHVI(
model=model,
training_data=training_data,
objective_thresholds=objective_thresholds,
objective=objective,
X_baseline=X_baseline,
constraints=constraints,
alpha=alpha,
sampler=sampler,
X_pending=X_pending,
eta=eta,
fat=fat,
mc_samples=mc_samples,
qmc=qmc,
prune_baseline=prune_baseline,
cache_pending=cache_pending,
max_iep=max_iep,
incremental_nehvi=incremental_nehvi,
cache_root=cache_root,
),
"tau_relu": tau_relu,
"tau_max": tau_max,
}
[docs]
@acqf_input_constructor(qMaxValueEntropy)
def construct_inputs_qMES(
model: Model,
training_data: MaybeDict[SupervisedDataset],
bounds: List[Tuple[float, float]],
posterior_transform: Optional[PosteriorTransform] = None,
candidate_size: int = 1000,
maximize: bool = True,
# TODO: qMES also supports other inputs, such as num_fantasies
) -> Dict[str, Any]:
r"""Construct kwargs for `qMaxValueEntropy` constructor."""
X = _get_dataset_field(training_data, "X", first_only=True)
_kw = {"device": X.device, "dtype": X.dtype}
_rvs = torch.rand(candidate_size, len(bounds), **_kw)
_bounds = torch.as_tensor(bounds, **_kw).transpose(0, 1)
return {
"model": model,
"posterior_transform": posterior_transform,
"candidate_set": _bounds[0] + (_bounds[1] - _bounds[0]) * _rvs,
"maximize": maximize,
}
[docs]
def construct_inputs_mf_base(
target_fidelities: Dict[int, Union[int, float]],
fidelity_weights: Optional[Dict[int, float]] = None,
cost_intercept: float = 1.0,
num_trace_observations: int = 0,
) -> Dict[str, Any]:
r"""Construct kwargs for a multifidelity acquisition function's constructor."""
if fidelity_weights is None:
fidelity_weights = {f: 1.0 for f in target_fidelities}
if set(target_fidelities) != set(fidelity_weights):
raise RuntimeError(
"Must provide the same indices for target_fidelities "
f"({set(target_fidelities)}) and fidelity_weights "
f" ({set(fidelity_weights)})."
)
cost_aware_utility = InverseCostWeightedUtility(
cost_model=AffineFidelityCostModel(
fidelity_weights=fidelity_weights, fixed_cost=cost_intercept
)
)
return {
"cost_aware_utility": cost_aware_utility,
"expand": lambda X: expand_trace_observations(
X=X,
fidelity_dims=sorted(target_fidelities),
num_trace_obs=num_trace_observations,
),
"project": lambda X: project_to_target_fidelity(
X=X, target_fidelities=target_fidelities
),
}
[docs]
@acqf_input_constructor(qKnowledgeGradient)
def construct_inputs_qKG(
model: Model,
training_data: MaybeDict[SupervisedDataset],
bounds: List[Tuple[float, float]],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
num_fantasies: int = 64,
**optimize_objective_kwargs: TOptimizeObjectiveKwargs,
) -> Dict[str, Any]:
r"""Construct kwargs for `qKnowledgeGradient` constructor."""
X = _get_dataset_field(training_data, "X", first_only=True)
_bounds = torch.as_tensor(bounds, dtype=X.dtype, device=X.device)
_, current_value = optimize_objective(
model=model,
bounds=_bounds.t(),
q=1,
objective=objective,
posterior_transform=posterior_transform,
**optimize_objective_kwargs,
)
return {
"model": model,
"objective": objective,
"posterior_transform": posterior_transform,
"num_fantasies": num_fantasies,
"current_value": current_value.detach().cpu().max(),
}
[docs]
@acqf_input_constructor(qMultiFidelityKnowledgeGradient)
def construct_inputs_qMFKG(
model: Model,
training_data: MaybeDict[SupervisedDataset],
bounds: List[Tuple[float, float]],
target_fidelities: Dict[int, Union[int, float]],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
fidelity_weights: Optional[Dict[int, float]] = None,
cost_intercept: float = 1.0,
num_trace_observations: int = 0,
num_fantasies: int = 64,
) -> Dict[str, Any]:
r"""Construct kwargs for `qMultiFidelityKnowledgeGradient` constructor."""
inputs_mf = construct_inputs_mf_base(
target_fidelities=target_fidelities,
fidelity_weights=fidelity_weights,
cost_intercept=cost_intercept,
num_trace_observations=num_trace_observations,
)
inputs_kg = construct_inputs_qKG(
model=model,
training_data=training_data,
bounds=bounds,
objective=objective,
posterior_transform=posterior_transform,
num_fantasies=num_fantasies,
)
return {**inputs_mf, **inputs_kg}
[docs]
@acqf_input_constructor(qMultiFidelityMaxValueEntropy)
def construct_inputs_qMFMES(
model: Model,
training_data: MaybeDict[SupervisedDataset],
bounds: List[Tuple[float, float]],
target_fidelities: Dict[int, Union[int, float]],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
num_fantasies: int = 64,
X_baseline: Optional[Tensor] = None,
X_pending: Optional[Tensor] = None,
objective_thresholds: Optional[Tensor] = None,
fidelity_weights: Optional[Dict[int, float]] = None,
cost_intercept: float = 1.0,
num_trace_observations: int = 0,
candidate_size: int = 1000,
maximize: bool = True,
) -> Dict[str, Any]:
r"""Construct kwargs for `qMultiFidelityMaxValueEntropy` constructor."""
inputs_mf = construct_inputs_mf_base(
target_fidelities=target_fidelities,
fidelity_weights=fidelity_weights,
cost_intercept=cost_intercept,
num_trace_observations=num_trace_observations,
)
inputs_qmes = construct_inputs_qMES(
model=model,
training_data=training_data,
bounds=bounds,
candidate_size=candidate_size,
maximize=maximize,
)
return {**inputs_mf, **inputs_qmes, "num_fantasies": num_fantasies}
[docs]
@acqf_input_constructor(AnalyticExpectedUtilityOfBestOption)
def construct_inputs_analytic_eubo(
model: Model,
pref_model: Optional[Model] = None,
previous_winner: Optional[Tensor] = None,
sample_multiplier: Optional[float] = 1.0,
) -> Dict[str, Any]:
r"""Construct kwargs for the `AnalyticExpectedUtilityOfBestOption` constructor.
`model` is the primary model defined over the parameter space. It can be the
outcomde model in BOPE or the preference model in PBO. `pref_model` is the model
defined over the outcome/metric space, which is typically the preference model
in BOPE.
If both model and pref_model exist, we are performing Bayesian Optimization with
Preference Exploration (BOPE). When only pref_model is None, we are performing
preferential BO (PBO).
Args:
model: The outcome model to be used in the acquisition function in BOPE
when pref_model exists; otherwise, model is the preference model and
we are doing Preferential BO
pref_model: The preference model to be used in preference exploration as in
BOPE; if None, we are doing PBO and model is the preference model.
previous_winner: The previous winner of the best option.
sample_multiplier: The scale factor for the single-sample model.
Returns:
A dict mapping kwarg names of the constructor to values.
"""
if pref_model is None:
return {
"pref_model": model,
"outcome_model": None,
"previous_winner": previous_winner,
}
else:
# construct a deterministic fixed single sample model from `model`
# i.e., performing EUBO-zeta by default as described
# in https://arxiv.org/abs/2203.11382
# using pref_model.dim instead of model.num_outputs here as MTGP's
# num_outputs could be tied to the number of tasks
w = torch.randn(pref_model.dim) * sample_multiplier
one_sample_outcome_model = FixedSingleSampleModel(model=model, w=w)
return {
"pref_model": pref_model,
"outcome_model": one_sample_outcome_model,
"previous_winner": previous_winner,
}
[docs]
def get_best_f_analytic(
training_data: MaybeDict[SupervisedDataset],
posterior_transform: Optional[PosteriorTransform] = None,
) -> Tensor:
if isinstance(training_data, dict) and not _field_is_shared(
training_data, fieldname="X"
):
raise NotImplementedError("Currently only block designs are supported.")
Y = _get_dataset_field(
training_data,
fieldname="Y",
join_rule=lambda field_tensors: torch.cat(field_tensors, dim=-1),
)
if posterior_transform is not None:
return posterior_transform.evaluate(Y).max(-1).values
if Y.shape[-1] > 1:
raise NotImplementedError(
"Analytic acquisition functions currently only work with "
"multi-output models if provided with a `ScalarizedObjective`."
)
return Y.max(-2).values.squeeze(-1)
[docs]
def get_best_f_mc(
training_data: MaybeDict[SupervisedDataset],
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
constraints: Optional[List[Callable[[Tensor], Tensor]]] = None,
model: Optional[Model] = None,
) -> Tensor:
"""
Computes the maximum value of the objective over the training data.
Args:
training_data: Has fields Y, which is evaluated by `objective`, and X,
which is used as `X_baseline`. `Y` is of shape
`batch_shape x q x m`.
objective: The objective under which to evaluate the training data. If
omitted, uses `IdentityMCObjective`.
posterior_transform: An optional PosteriorTransform to apply to `Y`
before computing the objective.
constraints: For assessing feasibility.
model: Used by `compute_best_feasible_objective` when there are no
feasible observations.
Returns:
A Tensor of shape `batch_shape`.
"""
if isinstance(training_data, dict) and not _field_is_shared(
training_data, fieldname="X"
):
raise NotImplementedError("Currently only block designs are supported.")
X_baseline = _get_dataset_field(
training_data,
fieldname="X",
assert_shared=True,
first_only=True,
)
Y = _get_dataset_field(
training_data,
fieldname="Y",
join_rule=lambda field_tensors: torch.cat(field_tensors, dim=-1),
) # batch_shape x q x m
if posterior_transform is not None:
# retain the original tensor dimension since objective expects explicit
# output dimension.
Y_dim = Y.dim()
Y = posterior_transform.evaluate(Y)
if Y.dim() < Y_dim:
Y = Y.unsqueeze(-1)
if objective is None:
if Y.shape[-1] > 1:
raise UnsupportedError(
"Acquisition functions require an objective when "
"used with multi-output models (except for multi-objective"
"acquisition functions)."
)
objective = IdentityMCObjective()
# `Y` is of shape `(batch_shape) x q x m`; `MCAcquisitionObjective`s expect
# inputs `sample_shape x (batch_shape) x q x m`.
# For most objectives, `obj` will have shape `1 x (batch_shape) x q`, but
# with a `LearnedObjective` it can be `num_samples x (batch_shape) x q`.
obj = objective(Y.unsqueeze(0), X=X_baseline)
obj = obj.mean(dim=0) # taking mean over monte carlo samples
return compute_best_feasible_objective(
samples=Y,
obj=obj,
constraints=constraints,
model=model,
objective=objective,
posterior_transform=posterior_transform,
X_baseline=X_baseline,
)
[docs]
def optimize_objective(
model: Model,
bounds: Tensor,
q: int,
objective: Optional[MCAcquisitionObjective] = None,
posterior_transform: Optional[PosteriorTransform] = None,
linear_constraints: Optional[Tuple[Tensor, Tensor]] = None,
fixed_features: Optional[Dict[int, float]] = None,
qmc: bool = True,
mc_samples: int = 512,
seed_inner: Optional[int] = None,
optimizer_options: Optional[Dict[str, Any]] = None,
post_processing_func: Optional[Callable[[Tensor], Tensor]] = None,
batch_initial_conditions: Optional[Tensor] = None,
sequential: bool = False,
) -> Tuple[Tensor, Tensor]:
r"""Optimize an objective under the given model.
Args:
model: The model to be used in the objective.
bounds: A `2 x d` tensor of lower and upper bounds for each column of `X`.
q: The cardinality of input sets on which the objective is to be evaluated.
objective: The objective to optimize.
posterior_transform: The posterior transform to be used in the
acquisition function.
linear_constraints: A tuple of (A, b). Given `k` linear constraints on a
`d`-dimensional space, `A` is `k x d` and `b` is `k x 1` such that
`A x <= b`. (Not used by single task models).
fixed_features: A dictionary of feature assignments `{feature_index: value}` to
hold fixed during generation.
qmc: Toggle for enabling (qmc=1) or disabling (qmc=0) use of Quasi Monte Carlo.
mc_samples: Integer number of samples used to estimate Monte Carlo objectives.
seed_inner: Integer seed used to initialize the sampler passed to MCObjective.
optimizer_options: Table used to lookup keyword arguments for the optimizer.
post_processing_func: A function that post-processes an optimization
result appropriately (i.e. according to `round-trip` transformations).
batch_initial_conditions: A Tensor of initial values for the optimizer.
sequential: If False, uses joint optimization, otherwise uses sequential
optimization.
Returns:
A tuple containing the best input locations and corresponding objective values.
"""
if optimizer_options is None:
optimizer_options = {}
if objective is not None:
sampler_cls = SobolQMCNormalSampler if qmc else IIDNormalSampler
acq_function = qSimpleRegret(
model=model,
objective=objective,
posterior_transform=posterior_transform,
sampler=sampler_cls(sample_shape=torch.Size([mc_samples]), seed=seed_inner),
)
else:
acq_function = PosteriorMean(
model=model, posterior_transform=posterior_transform
)
if fixed_features:
acq_function = FixedFeatureAcquisitionFunction(
acq_function=acq_function,
d=bounds.shape[-1],
columns=list(fixed_features.keys()),
values=list(fixed_features.values()),
)
free_feature_dims = list(range(len(bounds)) - fixed_features.keys())
free_feature_bounds = bounds[:, free_feature_dims] # (2, d' <= d)
else:
free_feature_bounds = bounds
if linear_constraints is None:
inequality_constraints = None
else:
A, b = linear_constraints
inequality_constraints = []
k, d = A.shape
for i in range(k):
indices = A[i, :].nonzero(as_tuple=False).squeeze()
coefficients = -A[i, indices]
rhs = -b[i, 0]
inequality_constraints.append((indices, coefficients, rhs))
return optimize_acqf(
acq_function=acq_function,
bounds=free_feature_bounds,
q=q,
num_restarts=optimizer_options.get("num_restarts", 60),
raw_samples=optimizer_options.get("raw_samples", 1024),
options={
"batch_limit": optimizer_options.get("batch_limit", 8),
"maxiter": optimizer_options.get("maxiter", 200),
"nonnegative": optimizer_options.get("nonnegative", False),
"method": optimizer_options.get("method", "L-BFGS-B"),
},
inequality_constraints=inequality_constraints,
fixed_features=None, # handled inside the acquisition function
post_processing_func=post_processing_func,
batch_initial_conditions=batch_initial_conditions,
return_best_only=True,
sequential=sequential,
)
[docs]
@acqf_input_constructor(qJointEntropySearch)
def construct_inputs_qJES(
model: Model,
bounds: List[Tuple[float, float]],
num_optima: int = 64,
maximize: bool = True,
condition_noiseless: bool = True,
X_pending: Optional[Tensor] = None,
estimation_type: str = "LB",
num_samples: int = 64,
):
dtype = model.train_targets.dtype
optimal_inputs, optimal_outputs = get_optimal_samples(
model=model,
bounds=torch.as_tensor(bounds, dtype=dtype).T,
num_optima=num_optima,
maximize=maximize,
)
inputs = {
"model": model,
"optimal_inputs": optimal_inputs,
"optimal_outputs": optimal_outputs,
"condition_noiseless": condition_noiseless,
"maximize": maximize,
"X_pending": X_pending,
"estimation_type": estimation_type,
"num_samples": num_samples,
}
return inputs