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Hyperparameters are tuning parameters in machine learning algorithms, used to improve algorithm performance and training process. They are set before training, and the weights and biases are optimized through training. By adjusting the hyperparameters, the accuracy and generalization ability of the model can be improved.
When initially setting hyperparameters, you can refer to hyperparameter values used in other similar machine learning problems, or Find the optimal hyperparameters through repeated training.
Hyperparameters related to the network structure
Hyperparameters related to training algorithms
Hyperparameters, also called model hyperparameters, are outside the model and cannot be determined from the data estimate its value.
Parameters, also called model parameters, are configuration variables inside the model. Its value can be estimated from the data. Models require parameters to make predictions.
Parameters are usually learned from data and are not set manually by developers; hyperparameters are usually set manually by developers.
Hyperparameter tuning is to find the optimal combination of hyperparameters. Hyperparameters essentially control the machine learning model. The overall behavior of the algorithm, so finding the optimal values of the hyperparameters is crucial for the algorithm model. If hyperparameter tuning fails, the model will fail to converge and effectively minimize the loss function. This will cause the model results to no longer be accurate.
Common hyperparameter tuning methods include grid search, random search, and Bayesian optimization.
Grid search is the most basic hyperparameter tuning method, which will traverse all possible hyperparameter combinations.
Random search is to randomly sample within a preset range to find a better combination of hyperparameters.
Bayesian optimization is a sequence model-based optimization (SMBO) algorithm that uses previous hyperparameter values to improve the next hyperparameter. This method iterates until the best hyperparameter is found. parameter.
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