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Governance & Risk

Differential Privacy

Differential privacy is a mathematical framework that bounds how much any single individual's data can influence the output of an analysis or trained model — providing a quantifiable privacy guarantee (epsilon) rather than relying on after-the-fact anonymization.

Full definition

Differential privacy is achieved by adding carefully calibrated noise to data, gradients, or query results so that the presence or absence of any single record changes the output by at most an epsilon factor. DP-SGD applies this during model training. Used in production by the US Census 2020, Apple's telemetry, Google's Chrome statistics, and emerging healthcare and finance AI consortia.

Why it matters

Differential privacy turns "we anonymized the data" — which has repeatedly failed under re-identification attacks — into a mathematically defensible privacy claim. As regulators and auditors mature, expect "DP-SGD with epsilon ≤ X" to become a standard contractual requirement for sensitive AI training.

Example

The US Census Bureau used differential privacy to release 2020 Census data products, accepting that small accuracy losses are worth a provable bound on individual re-identification risk — a precedent now informing healthcare and finance AI deployments.

Source & further reading

Primary source: Dwork, McSherry, Nissim, Smith — "Calibrating Noise to Sensitivity in Private Data Analysis" (2006).

Citation policy: this entry is part of the AIDOLS AI Implementation Glossary and may be quoted for research, journalism, and education with attribution to aidolsgroup.com/ko/glossary/differential-privacy/.