Challenge: Automatic Hyperparameter Tuning
Rather than manually selecting specific values for our model's hyperparameters, randomized search (RandomizedSearchCV
) offers a more efficient way to find an optimal configuration. Unlike grid search (GridSearchCV
), which systematically evaluates all possible combinations of hyperparameters, randomized search selects a random subset of these combinations. This approach significantly reduces computational cost while still yielding strong results.
For neural networks, where the number of possible hyperparameter combinations can be immense, exhaustively testing every option is often impractical. Randomized search circumvents this issue by randomly sampling a defined number of hyperparameter sets, balancing exploration and efficiency.
RandomizedSearchCV(
estimator=model,
param_distributions=randomized_parameters,
n_iter=number_of_models_to_test, # Number of random combinations to evaluate
scoring='accuracy', # Evaluation metric
random_state=42, # Ensures reproducibility
)
estimator
: the model to optimize (e.g.,MLPClassifier
);param_distributions
: a dictionary where keys are hyperparameter names and values are lists which to sample;n_iter
: specifies how many random combinations should be tested. A higher value increases the chances of finding an optimal combination but requires more computation;scoring
: defines the evaluation metric (e.g.,'accuracy'
for classification).
Swipe to start coding
- Define the parameter grid:
- Set
hidden_layer_sizes
to three different layer configurations:(20, 20)
,(25, 25)
,(30, 30)
; - Set
learning_rate_init
to values0.02
,0.01
,0.005
; - Complete the code for adding
max_iter
with values [10, 30, 50].
- Set
- Apply
RandomizedSearchCV
with:- The defined parameter distributions;
- The defined model;
4
iterations;'accuracy'
as the evaluation metric.
Solution
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Challenge: Automatic Hyperparameter Tuning
Swipe to show menu
Rather than manually selecting specific values for our model's hyperparameters, randomized search (RandomizedSearchCV
) offers a more efficient way to find an optimal configuration. Unlike grid search (GridSearchCV
), which systematically evaluates all possible combinations of hyperparameters, randomized search selects a random subset of these combinations. This approach significantly reduces computational cost while still yielding strong results.
For neural networks, where the number of possible hyperparameter combinations can be immense, exhaustively testing every option is often impractical. Randomized search circumvents this issue by randomly sampling a defined number of hyperparameter sets, balancing exploration and efficiency.
RandomizedSearchCV(
estimator=model,
param_distributions=randomized_parameters,
n_iter=number_of_models_to_test, # Number of random combinations to evaluate
scoring='accuracy', # Evaluation metric
random_state=42, # Ensures reproducibility
)
estimator
: the model to optimize (e.g.,MLPClassifier
);param_distributions
: a dictionary where keys are hyperparameter names and values are lists which to sample;n_iter
: specifies how many random combinations should be tested. A higher value increases the chances of finding an optimal combination but requires more computation;scoring
: defines the evaluation metric (e.g.,'accuracy'
for classification).
Swipe to start coding
- Define the parameter grid:
- Set
hidden_layer_sizes
to three different layer configurations:(20, 20)
,(25, 25)
,(30, 30)
; - Set
learning_rate_init
to values0.02
,0.01
,0.005
; - Complete the code for adding
max_iter
with values [10, 30, 50].
- Set
- Apply
RandomizedSearchCV
with:- The defined parameter distributions;
- The defined model;
4
iterations;'accuracy'
as the evaluation metric.
Solution
Thanks for your feedback!
single