optuna_integration.PyCmaSampler
- class optuna_integration.PyCmaSampler(x0=None, sigma0=None, cma_stds=None, seed=None, cma_opts=None, n_startup_trials=1, independent_sampler=None, warn_independent_sampling=True)[source]
A Sampler using cma library as the backend.
Example
Optimize a simple quadratic function by using
PyCmaSampler
.Note that parallel execution of trials may affect the optimization performance of CMA-ES, especially if the number of trials running in parallel exceeds the population size.
- Parameters:
x0 (dict[str, Any] | None) – A dictionary of an initial parameter values for CMA-ES. By default, the mean of
low
andhigh
for each distribution is used. Please refer to cma.CMAEvolutionStrategy for further details ofx0
.sigma0 (float | None) – Initial standard deviation of CMA-ES. By default,
sigma0
is set tomin_range / 6
, wheremin_range
denotes the minimum range of the distributions in the search space. If distribution is categorical,min_range
islen(choices) - 1
. Please refer to cma.CMAEvolutionStrategy for further details ofsigma0
.cma_stds (dict[str, float] | None) – A dictionary of multipliers of sigma0 for each parameters. The default value is 1.0. Please refer to cma.CMAEvolutionStrategy for further details of
cma_stds
.seed (int | None) – A random seed for CMA-ES.
cma_opts (dict[str, Any] | None) –
Options passed to the constructor of cma.CMAEvolutionStrategy class.
Note that default option is cma_default_options, but
BoundaryHandler
,bounds
,CMA_stds
andseed
arguments incma_opts
will be ignored because it is added byPyCmaSampler
automatically.n_startup_trials (int) – The independent sampling is used instead of the CMA-ES algorithm until the given number of trials finish in the same study.
independent_sampler (BaseSampler | None) –
A
BaseSampler
instance that is used for independent sampling. The parameters not contained in the relative search space are sampled by this sampler. The search space forPyCmaSampler
is determined byintersection_search_space()
.If
None
is specified,RandomSampler
is used as the default.See also
optuna.samplers
module provides built-in independent samplers such asRandomSampler
andTPESampler
.warn_independent_sampling (bool) –
If this is
True
, a warning message is emitted when the value of a parameter is sampled by using an independent sampler.Note that the parameters of the first trial in a study are always sampled via an independent sampler, so no warning messages are emitted in this case.
Methods
after_trial
(study, trial, state, values)Trial post-processing.
before_trial
(study, trial)Trial pre-processing.
infer_relative_search_space
(study, trial)Infer the search space that will be used by relative sampling in the target trial.
Reseed sampler's random number generator.
sample_independent
(study, trial, param_name, ...)Sample a parameter for a given distribution.
sample_relative
(study, trial, search_space)Sample parameters in a given search space.
- after_trial(study, trial, state, values)[source]
Trial post-processing.
This method is called after the objective function returns and right before the trial is finished and its state is stored.
Note
Added in v2.4.0 as an experimental feature. The interface may change in newer versions without prior notice. See https://github.com/optuna/optuna/releases/tag/v2.4.0.
- before_trial(study, trial)[source]
Trial pre-processing.
This method is called before the objective function is called and right after the trial is instantiated. More precisely, this method is called during trial initialization, just before the
infer_relative_search_space()
call. In other words, it is responsible for pre-processing that should be done before inferring the search space.Note
Added in v3.3.0 as an experimental feature. The interface may change in newer versions without prior notice. See https://github.com/optuna/optuna/releases/tag/v3.3.0.
- Parameters:
study (Study) – Target study object.
trial (FrozenTrial) – Target trial object.
- Return type:
None
- infer_relative_search_space(study, trial)[source]
Infer the search space that will be used by relative sampling in the target trial.
This method is called right before
sample_relative()
method, and the search space returned by this method is passed to it. The parameters not contained in the search space will be sampled by usingsample_independent()
method.- Parameters:
study (Study) – Target study object.
trial (FrozenTrial) – Target trial object. Take a copy before modifying this object.
- Returns:
A dictionary containing the parameter names and parameter’s distributions.
- Return type:
See also
Please refer to
intersection_search_space()
as an implementation ofinfer_relative_search_space()
.
- reseed_rng()[source]
Reseed sampler’s random number generator.
This method is called by the
Study
instance if trials are executed in parallel with the optionn_jobs>1
. In that case, the sampler instance will be replicated including the state of the random number generator, and they may suggest the same values. To prevent this issue, this method assigns a different seed to each random number generator.- Return type:
None
- sample_independent(study, trial, param_name, param_distribution)[source]
Sample a parameter for a given distribution.
This method is called only for the parameters not contained in the search space returned by
sample_relative()
method. This method is suitable for sampling algorithms that do not use relationship between parameters such as random sampling and TPE.Note
The failed trials are ignored by any build-in samplers when they sample new parameters. Thus, failed trials are regarded as deleted in the samplers’ perspective.
- Parameters:
study (Study) – Target study object.
trial (FrozenTrial) – Target trial object. Take a copy before modifying this object.
param_name (str) – Name of the sampled parameter.
param_distribution (BaseDistribution) – Distribution object that specifies a prior and/or scale of the sampling algorithm.
- Returns:
A parameter value.
- Return type:
- sample_relative(study, trial, search_space)[source]
Sample parameters in a given search space.
This method is called once at the beginning of each trial, i.e., right before the evaluation of the objective function. This method is suitable for sampling algorithms that use relationship between parameters such as Gaussian Process and CMA-ES.
Note
The failed trials are ignored by any build-in samplers when they sample new parameters. Thus, failed trials are regarded as deleted in the samplers’ perspective.
- Parameters:
- Returns:
A dictionary containing the parameter names and the values.
- Return type: