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Algebraic geometry / Field theory / Valuation / Moment-generating function / Prime-counting function / Sipser–Lautemann theorem / Abstract algebra / Mathematics / Mathematical analysis


Optimal Lower Bound for Differentially Private Multi-party Aggregation T-H. Hubert Chan1 , Elaine Shi2 , and Dawn Song3 1 2
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Document Date: 2012-07-17 12:23:38


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Company

Assumptions Consider / /

Currency

pence / /

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Facility

University of Maryland / The University / /

IndustryTerm

real-world applications / differentially private multi-party protocol / n-party protocol / private protocols / oblivious protocols / private distributed summation protocols / n-user protocol / differentially-private protocol / multi-party protocols / differentially-private multi-party protocol / information-theoretic differentially private multi-party protocols / computing / naive protocol / /

Organization

UC Berkeley / University of Hong Kong / University of Maryland / College Park / /

Person

E. Shi / /

Position

communication model / and the general model respectively / trusted curator / General / /

ProvinceOrState

Maryland / /

Technology

remaining protocol / differentially private multi-party protocol / constructing multi-party protocols / differentially-private multi-party protocol / n-party protocol / peer-to-peer / Randomized oblivious protocols / differentially-private protocol / information-theoretic differentially private multi-party protocols / ESA / naive protocol / private distributed summation protocols / n-user protocol / /

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