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In the context of deploying Dense Neural Network (DNN) models for a variety of tasks, your team has automated the release process. However, to ensure these models are not only automatically released but also sufficiently complex for their intended tasks, you need to implement a robust verification strategy. Considering factors such as computational efficiency, benchmarking against simpler models, and the ability to generalize, which of the following strategies is the most effective? Choose one correct option.
A
Train the model for a minimal number of iterations and verify that the loss remains constant, assuming this indicates sufficient complexity.
B
Train a simple linear model as a baseline and determine if the DNN model significantly outperforms it, ensuring the DNN's complexity is adequate.
C
Train the model briefly and check for the presence of NaN values, interpreting their absence as a sign of sufficient model complexity.
D
Train the model without any form of regularization and verify that the loss function approaches zero, assuming this confirms adequate complexity.