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- W3025346146 abstract "We characterize the growth of the Sibson mutual information, of any order that is at least unity, between a random variable and an increasing set of noisy, conditionally independent observations of the random variable. The Sibson mutual information increases to an order-dependent limit exponentially fast, with an exponent that is order-independent. The result is contrasted with composition theorems in differential privacy." @default.
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- W3025346146 date "2020-05-12" @default.
- W3025346146 modified "2023-09-27" @default.
- W3025346146 title "Strong Asymptotic Composition Theorems for Sibson Mutual Information" @default.
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