AI Privacy-Preserving AI Specialist
An AI Privacy-Preserving AI Specialist designs, implements, and audits AI systems that extract insights and build models while rig…
Skill Guide
The ability to design, implement, and rigorously analyze systems that guarantee individual data privacy through mathematical bounds (ε, δ) on information leakage in statistical outputs.
Scenario
Build a simple database service that answers COUNT and SUM queries on a synthetic dataset (e.g., synthetic healthcare records) with (ε, δ)-DP guarantees.
Scenario
Train a convolutional neural network (CNN) on a subset of CIFAR-10 using DP-SGD with a privacy budget of ε=3.0, δ=1e-5.
Scenario
Design a system for a mobile keyboard app to compute popular emoji usage statistics across user devices without collecting raw keystrokes, using local DP and secure aggregation.
Use TF Privacy or Opacus to add DP-SGD to existing deep learning pipelines. Use Diffprivlib for classical ML and statistics with DP. OpenDP is for composing complex, custom DP algorithms with formal guarantees.
The Google DP library provides core primitives (noise generators, moments accountant) for building custom systems. SmartNoise and Tumult are end-to-end platforms for executing differentially private SQL-like queries on data.
PLRV and RDP provide tighter composition bounds than basic DP composition. The Moments Accountant tracks the log moments of PLRV for practical, tight tracking in iterative algorithms like SGD.
Answer Strategy
Demonstrate understanding of ε's practical meaning and risk assessment. 'ε=10 is not a strong guarantee; it means an adversary's confidence in identifying an individual can increase by a factor of e^10 ≈ 22,000. For regulatory compliance and user trust, we target ε≤1. I would run an utility analysis to show the accuracy degradation at ε=1 versus ε=10, and recommend a phased approach starting with a tighter bound, as relaxing a public ε later is nearly impossible.'
Answer Strategy
Test the ability to translate technical constraints into business impact. 'In a project for loan approval analytics, I explained the trade-off using an analogy: a privacy budget is like a monthly data 'allowance.' A tight budget (low ε) gives strong privacy but means our predictions are 'fuzzier,' potentially increasing unfair denial rates. We prototyped with two budgets and presented side-by-side outcomes-ε=2 had 95% accuracy but a 2% disparate impact; ε=5 had 98% accuracy but a 6% disparate impact. This data-driven framing allowed the business to choose the privacy level that matched their risk tolerance and fairness goals.'
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