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surrogate model #77
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surrogate model #77
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@@ -211,6 +219,11 @@ def forward_models(self) -> dict: | |||
"""Access self._forward_models from outside via self.forward_models.""" | |||
return self._forward_models | |||
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@property | |||
def surrogate_models(self) -> dict: |
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why does the surrogate model has to be stored at the inference problem? An alternative would be
my_metamodel = gp_forwardmodel(orig_forward_model, additional_parameters_of_gp)
and then the user can decide on either using the metamodel
problem.add_forward_model(my_metamodel)
or the original forward model
problem.add_forward_model(orig_forward_model)
Thanks Alex. The integration example looks nice and makes sense to me. However, fit method in probeye context would be difficult. I will complete my implementation, push here and then we can discuss. |
Thanks for this. In my opinion the structure you propose makes a lot of sense, i.e. consider the surrogate model as a separate class and as model object. One remark is that we also have different ways to sample new datapoints to generate the surrogate. How would you connect the surrogate with the sampling methods? |
I would think the sampling could be done separately. So we would either have a sample_from_prior functionality, or any other sampler that takes as input a parameter estimation problem and returns the samples. Then these samples would be passed to the metamodel, which would then evalute the samples and build the metamodel. You could certainly perform the computation of the outputs (so the forward model output that is to be metamodeled) as a separate independent step, however doing it inside the metamodel allows for an adaptation (so if the metamodel requires new samples, they could just be added whenever the model is evaluated). |
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Thanks for the integration. Can we somehow decouple the specific implementations from harlow from the general surrogate interface and put the specific implementations for harlow into a surrogate subdirectory? This way other metamodels could be integrated as well.
from probeye.definition.forward_model import ForwardModelBase | ||
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# Harlow imports | ||
from harlow.sampling import Sampler |
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Should that be in a very general definition of the interface (rather than in a specific implementation using harlow).
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Done, I have separated the general definition of the interface (SamplerBase
) from the particular implementation for harlow (HarlowSampler(SamplerBase)
).
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def __init__( | ||
self, | ||
problem: InverseProblem, |
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We do we need that complex interface? In particular, why do we need the inverseProblem? What about the sampler, shouldn't the samples directly be passed?
problem: InverseProblem, | ||
forward_model: ForwardModelBase, | ||
sampler: Sampler, | ||
surrogate_model: Surrogate, |
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This is also Harlow specific? How would we integrate different surrogate models (apart from Harlow)?
# TODO: Implement check that the expensive forward model | ||
# has been added to the problem | ||
self.input_sensor_data = dict() | ||
for exp_name, exp in self.problem.experiments.items(): |
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Why isn't all this information stored in the forward model?
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""" | ||
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self.surrogate.fit( |
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Why do we have to store all the fit points and then call the fit routine with these internal variables instead of providing a fit method that requires the input of sampling/training points.
self.sampler.fit_points_x, self.sampler.fit_points_y, **kwargs | ||
) | ||
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def sample(self, **kwargs): |
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Could this be done outside of the surrogate? What is the sampler part of the surrogate?
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I did not review the complete code, but I realized one main design decision that I would like to dicuss. You are surrogating the inference problem (with all parameters), but shouldn't we surrogate each forward model and only use the inference problem to define bounds/distributions of the parameters?
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# An iterative sampler. Here we pass the surrogate ForwardModel directly to the sampler. However, it is | ||
# also possible to pass a surrogate model that will be included in a forward model after fitting. | ||
harlow_sampler = HarlowSampler(problem, forward_model, LatinHypercube, surrogate_model) |
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what is LatinHypercube here? could you document that somehow?
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It is the harlow
implementation of LHS. I will try to improve the documentation and fix the docstrings asap.
@@ -408,6 +408,37 @@ def change_constant(self, prm_name: str, new_value: Union[int, float]): | |||
value=new_value | |||
) | |||
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def get_latent_prior_hyperparameters(self, prm_name: str) -> list: |
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The problem definition in probeye allows a hierarchical definition, with parameter priors having hyperparameters that itself could have again parameters, that again could have hyperparameters (though I don't think that is often used with more than a single level of hierarchy). So in the case of two levels of hierarchy, what would that return?
In addition, what is the difference to the existing methods here So why do you need for individual parameters the hyper parameters?
Returns | ||
------- | ||
prms | ||
Contains <local parameter name> : <(global) parameter value> pairs. If a |
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not sure of I understand that, there is a local and global name, but the value is the same (so neither local or global)
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# make sure that all parameters are one-dimensional; it is not straight forward | ||
# how to do LHS for general multivariate parameters | ||
for prm_name in self.problem.latent_prms: |
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Should we loop over the latent_prms of the inverse problem, or rather of the original forward model? In case of a single forward model, that is identical, but in case of multiple models, I don't think we should surrogate all models in parallel but rather split that into surrogates for each model.
The considered inverse problem. | ||
""" | ||
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def __init__(self, problem: InverseProblem): |
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The design question if we surrogate the inverse problem, or each individual forward model. I would opt for the latter. The inverse problem will only provide in a somehow automatic way the bounds.
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The newer version of LatinHypercubeSampler
in sampling.py
(which I simply copied from this implementation by Alex) is derived from SamplerBase
. We could ensure that the sampling and surrogating is done for each individual forward model by specifying the forward model as an input argument in SamplerBase
.
E.g. this part:
class SamplerBase:
"""
Base class for probeye samplers
"""
def __init__(self, problem: InverseProblem):
would become:
class SamplerBase:
"""
Base class for probeye samplers
"""
def __init__(self, problem: InverseProblem, forward_model: ForwardModelBase):
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I see the challenge, however it is also tricky to hide that. What do we do in case of a parametric prior (where e.g. the std. dev is again a parameter).
Hi, thank you for the feedback. It may be best to provide a brief description of the changes and the intended layout of the sampling and surrogating interface before addressing your individual comments:
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I would suggest to develop the interface in such a way that separates completely the sampler and surrogate from the inverse and forward problem. The separated base classes work for that, but still require knowledge of the requirements of the ForwardModel
. I woudl suggest something like this, where the SurrogateAndSampler
interface controls the flow of information with the inverse problem and between sampler and surrogate, while acting as the ForwardModel
. This would allow to add the necessary utilities in the interface instead of having to redefine them for every surrogate. More complex interactions such as adaptative samplers can be implemented as children. The data format between the interface and the individual wrappers should be decided beforehand.
Additionally, the wrappers are to be implemented individually, allowing the user to adapt the inputs to their specific solver. If, for example, a surrogate needs information of a specific forward model, that can be requested in the wrapper and introduced in the initialization, encapsulating each of the implementations individually.
from harlow.surrogating import Surrogate | ||
# external imports | ||
from harlow.sampling import Sampler as HarlowSamplerBase | ||
from harlow.surrogating import Surrogate as HarlowSurrogateBase | ||
from harlow.utils.helper_functions import latin_hypercube_sampling | ||
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I am not very fond of having external imports in the same script where the base class is defined. I would personally keep the base class separated from the derived ones, creating one new script for each group of samplers.
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This is done for convenience initially, and it would be trivial to separate the specific implementations from the base class if necessary later.
self.priors = copy.deepcopy(self.problem.priors) | ||
for prior_template in self.problem.priors.values(): | ||
prm_name = prior_template.ref_prm | ||
self.priors[prm_name] = translate_prior(prior_template) |
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I don't think the sampler should have to treat the priors itself, probably better in the interface.
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I think the challenge with the implementation is that we strictly separated between the problem definition and compute functions (such as evaluating the prior with e.g. a scipy pdf evaluation, or a pytorch pdf evaluation), i.e. the problem definition cannot perform a sampling from the prior a priori. Thus, we would somehow have to create a solver just for sampling the prior using e.g. LHS. Not sure what exactly would be the recommended option, I see two options
- The sampler just get's the distributions and performs the (initial) sampling internally. This would mean to extract the distributions with all the relevant parameters from the inference problem.
- We create a dummy sampler that is able to sample from the prior and extracts that samples as a first set of points to the surrogate.
In both situations, the intervals for the variables have to be transferred to the surrogate sampling either by having a check_bounds in the inference problem, or by "copying" or extracting these information from inference problem.
sampler: Sampler, | ||
surrogate_model: Surrogate, | ||
sampler: HarlowSamplerBase, | ||
surrogate_model: HarlowSurrogateBase, |
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Ideally a harlow sampler should be usable with a non-harlow surrogate, but it is not the case. Probably more a "harlow" thing than a "probeye" one.
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Harlow offers an abstract surrogate class which can be used to define new surrogates that can be used with the harlow samplers. Since most samplers need access to the surrogate (for fitting and making predictions iteratively), I don't think its feasible to make them work with any surrogate.
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Why exactly should that not work with other surrogates? But I somehow agree that the sampler and the surrogate are connected and maybe we should actually follow a suggestions from Daniel to put that into a same base class.
raise NotImplementedError | ||
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class HarlowSurrogate(SurrogateModelBase): |
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I would separate this from the base class.
""" | ||
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def __init__( | ||
self, name: str, surrogate: HarlowSurrogateBase, forward_model: ForwardModelBase |
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The base class should be general instead of forcing to input a harlow surrogate.
From my point of view, this base class should just coordinate the input and output of data to the surrogate model as well as its format.
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Indeed, thanks for catching this! I will fix this in the next update.
Thank you for the suggestions @danielandresarcones. Some notes:
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I don't see anything in the current implementation tying us to Harlow or necessitating the use of a sampler to fit a surrogate model to an existing dataset. It seems to me that the two approaches are mostly functionally equivalent, with the main differences being:
I do not have a strong preference for either approach. |
Implements the code structure for using surrogate models (meta models, response surfaces) with probeye. This structure is up for discussion, so please feel free to comment and propose changes. In order to check the currently intended use of a surrogate model, check out this integration test. When finished, this fixes #78.