👤 D. Haussler Person

1 articles First seen: Sep 14, 2026 Last seen: 3w ago

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A. A. Gushchin1 Berlin1 D. A. Zhdanov1 Geoffrey Wolfer1 Heidelberg1 Hwang1 IEEE Transactions on Information Theory1 Japan1 Laurent Miclo1 M. Opper1 National University of Singapore1 Rosenthal1 Schrödinger1 Singapore1 Springer1 Tokyo1 Waseda University Center for Data Science1 Weyl1 Yale-NUS College1

Articles (1)

Markov chain entropy games and the geometry of their Nash equilibria

news arxiv.org IrregularChat: Tech 3w ago

The paper studies a two-player game between a “probabilist” and Nature, built around Markov chain generators on a finite state space and an \(f\)-divergence payoff. The probabilist chooses a prior dis

👤 D. Haussler Person

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