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Published at November 26Divergence Inequalities with Applications in Ergodic Theory
cs.IT
math.IT
quant-ph
Released Date: November 26, 2024
Authors: Ian George1, Alice Zheng1, Akshay Bansal1
Aff.: 1Not provided
| Divergence | Conditions | Reference | ||
|---|---|---|---|---|
| KL-divergence | Proposition 10 | |||
| Reverse KL-divergence | Proposition 11 | |||
| Rényi’s information gain | Proposition 12 | |||
| otherwise | ||||
| Hellinger divergence | Corollary 13 | |||
| Pearson -divergence | Corollary 14 | |||
| Neyman -divergence | Corollary 15 | |||
| Symmetric -divergence | Proposition 16 | |||
| Arithmetic-geometric mean | Proposition 17 |