Entropy testing and its application to testing Bayesian networks

Neural Information Processing Systems 

This paper studies the problem of entropy identity testing: given sample access to a distribution p and a fully described distribution q (both discrete distributions over a domain of size k), and the promise that either p = q or |H(p) H(q)| ε, where H() denotes the Shannon entropy, a tester needs to distinguish between the two cases with high probability.

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