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Dual Query:
Practical Private Query Release for
High Dimensional Data
Speaker: Steven Wu
University of Pennsylvania
ICML 2014
Joint work with
Marco Gaboardi
Emilio Jesús Gallego Arias
Justin Hsu
Aaron Roth
Sensitive Database
(Medical Records)
Queries
Release answers that
preserve privacy
Private Query Release
D
Differential Privacy
Algorithm
ratio bounded
Alice Bob Chris Donna ErnieXavier
Differential Privacy (DMNS06)
• An algorithm A with domain X and range R satisfies
ε-differential privacy if for every outcome r and every
pair of databases D, D’ differing in one record:
Pr[ A(D) = r ] ≤ (1 + ε)Pr[ A(D’) = r ]
Useful Properties:
• Strong, worst-cast notion of privacy
• Similar to stability for learning algorithms
More Formally
Release approximate answers to a
large collection of queries with
Privacy and Accuracy
Answer Exponentially Many queries
• Privately learn a distribution D’ approximating D
True Database Approximate Database
Learning
Algorithm
Approximately
Same Answers
on the queries
Learn from Learning Theory
• [DRV08]: query release via boosting
• [HR10]: use multiplicative weights (MW) update
algorithm to learn a distribution
• [HLM12]: experimentally evaluated the MW
algorithm, performs well for ≤ 80 attributes
What is the bottleneck?
The algorithm operates on the distribution of all
possible data records:
Exponential in d !
Impossibility Result
• No private algorithm can answer exponentially large
collection of queries efficiently and accurately
• Shown by a line of lower bounds:
[DNRRV09] [Ullman-Vadhan11] [Ullman13] [BUV14]
• Problem theoretically hard in the worst case
• But can we do something in practice?
(not with exponential space)
Query Release as Zero-Sum Game
Query Release Game
Data Player
actions
Query Player
actions
Maximize
Error
Minimize
Error
Approximate Equilibrium Implies Accuracy
Computing the Equilibrium
Multiplicative Weights vs. Best Response
Data Player Query Player
Converge to
Approximate Equilibrium
exponential size
distribution
Dual Approach
Multiplicative Weights vs. Best Response
Data PlayerQuery Player
Solve an NP-Hard
Problem
Best Response Problem
• Minimize error w.r.t query player’s distribution
• Concisely represented but NP-Hard
• Can be encoded as an integer program
Send it to CPLEX Solver
Don’t Need to Optimize Exactly
If the optimization problem is too hard, stop CPLEX
and return the current solution
Accuracy
Accuracy versus ε
500,000 queries; 17,770 attributes
Scalability
Accuracy versus number of attributes
100,000 queries; up to 512,000 attributes
Scalability
Runtime (secs) versus Number of Attributes
100,000 queries; up to 512,000 attributes
Take-Away
• Private Query Release for High Dimensional Data is Hard
• Reconfigure Existing Algorithm to Isolate the Hard Part
• Dual Query: an algorithm that performs well in practice
Dual Query:
Practical Private Query Release for High
Dimensional Data
Speaker: Steven Wu
University of Pennsylvania
ICML 2014
Joint work with
Marco Gaboardi
Emilio Jesús Gallego Arias
Justin Hsu
Aaron Roth

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Dual Query: Practical Private Query Release for High Dimensional Data

Editor's Notes

  1. What is the fraction of people with a certain property?
  2. Stability of machine learning
  3. generating synthetic data: a fresh, safe version of the dataset approximates the real dataset on every statistical query of interest.
  4. Optimal in terms of privacy and accuracy trade-off.
  5. Both players are quite happy with their distributions
  6. Repeated play; the previous approach
  7. Repeated play; more intuition