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\'Laplacian and wavelet bases for value function approximation and their connection to kernel methods Mauro Mansion Department of Mathematics Program in Applied Mathematics Yale University ICL Workshop,
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Value function approximation is a method used in reinforcement learning to estimate the value of different states or actions by approximating the value function using a parameterized function, such as linear or non-linear models.
Typically, entities involved in machine learning research or applications that require the submission of algorithmic models or assessments may be required to file value function approximation.
To fill out value function approximation, one must define the state space, specify the parameters of the approximation function, collect data from the environment, and then train the model using this data to minimize the estimation error.
The purpose of value function approximation is to enable efficient decision-making in complex environments by estimating the expected rewards of states or actions, thereby facilitating better policy learning.
Information to be reported may include the parameters of the function used for approximation, the dataset used for training, results of validation tests, and performance metrics of the algorithm.
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