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THE QUANTUM CHERNOFF BOUND AND ITS INDUCED METRIC

THE QUANTUM CHERNOFF BOUND AND ITS INDUCED METRIC. Emilio Bagan. Tokyo. March 6, 2007. We are given N identical coins. H ?. Toss the coins: X = {#( h )}. CLASSICAL. Hypothesis testing/discrimination. Simple example : consider two different kind of coins. (? 0 ). (? 1 ).

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Discrete Choice Modeling

William Greene Stern School of Business IFS at UCL February 11-13, 2004. Discrete Choice Modeling. http://cemmap.ifs.org.uk/resources/files/resources_greene_discrete.shtml. Part 3. Modeling Binary Choice. A Model for Binary Choice. Yes or No decision (Buy/Not buy)

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THE QUANTUM CHERNOFF BOUND AND ITS INDUCED METRIC

Discrete Choice Modeling