Grid Search Flashcards
Grid Search
Grid Search is a traditional method used for hyperparameter tuning in machine learning models. The idea behind Grid Search is quite straightforward it is an exhaustive search method that trains and evaluates a model for each combination of the parameter grid. In summary, Grid Search is a simple and often effective method for hyperparameter tuning, but it can be computationally intensive and inefficient, especially when the number of hyperparameters or their possible values are large. Other methods like Random Search or Bayesian Optimization can sometimes be preferable alternatives.
- Definition
Grid Search is a method for hyperparameter tuning where a model is trained for each combination of hyperparameters and the best set is selected.
- Parameter Grid
The first step in Grid Search is to define the hyperparameters to be tuned and the possible values each can take. These form a multidimensional grid of parameter combinations.
- Model Training
For each combination in the grid of parameters, a model is trained. The training process for each model is independent of others.
- Model Evaluation
Each model is evaluated on a validation set, or through a cross-validation procedure.
- Selection of Best Parameters
The set of hyperparameters that produces the model with the best performance on the validation set is selected. Performance is usually determined by a pre-defined metric such as accuracy for classification problems, or mean squared error for regression problems.
- Complexity
Grid Search can be computationally expensive, especially if the number of hyperparameters or the number of possible values is large. The complexity increases exponentially with the addition of new parameters.
- Parallelization
Due to the independent nature of training models for each combination of hyperparameters, Grid Search can be parallelized. This can significantly reduce the computation time.
- Usage
Grid Search is used across a wide range of machine learning algorithms, from traditional methods like Support Vector Machines and Decision Trees, to Neural Networks and ensemble models.
- Limitations
Grid Search can be inefficient as it is required to evaluate all combinations in the hyperparameter space. Some of these combinations may result in similar performance, causing unnecessary computation. Furthermore, Grid Search doesn’t work well when the number of hyperparameters to tune is large.