TL;DR
This paper presents cryptographic protocols for securely computing set cardinalities in distributed systems, enabling privacy-preserving statistics gathering with accountability and differential privacy guarantees.
Contribution
It introduces private set-cardinality protocols that are secure, efficient, and accountable, suitable for large-scale distributed measurement tasks.
Findings
Protocols operate with low computational overhead
Can count tens of thousands of observations within hours
Ensures privacy and accountability in distributed measurements
Abstract
We introduce cryptographic protocols for securely and efficiently computing the cardinality of set union and set intersection. Our private set-cardinality protocols (PSC) are designed for the setting in which a large set of parties in a distributed system makes observations, and a small set of parties with more resources and higher reliability aggregates the observations. PSC allows for secure and useful statistics gathering in privacy-preserving distributed systems. For example, it allows operators of anonymity networks such as Tor to securely answer the questions: "How many unique users are using the network?" and "How many hidden services are being accessed?". We prove the correctness and security of PSC in the Universal Composability framework against an active adversary that compromises all but one of the aggregating parties. Although successful output cannot be guaranteed in…
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