179 questions
No questions match those filters.
What does it mean for a concept to be PAC-learnable, an...
This is one of the questions in the full AI/ML interview bank. Pro unlocks all 1789 questions; Premium includes the same bank plus the highest daily Practice limit.
See plansProbably Approximately Correct learning is the formal answer to “how much data do I actually need, and can I trust this algorithm to generalize at all.” A concept class is PAC-learnable if there’s an algorithm that, given enough independently drawn training examples (polynomial in the relevant problem parameters, not exponential), outputs a hypothesis that is approximately correct — error below some ε — with high probability — confidence above 1−δ — for any underlying data distribution and any target concept in the class. The “probably” absorbs the fact that a small, unlucky sample can mislead any learner; the “approximately” absorbs the fact that with a finite sample you generally can’t demand zero error, only a bounded one.
The practical payoff is sample-complexity bounds: PAC theory, via VC dimension, tells you, for a given hypothesis class’s expressive power, roughly how many training examples you need before generalization is guaranteed with some confidence, without ever looking at your specific dataset. It’s also the theoretical backbone for why simpler hypothesis classes generalize from less data — VC dimension bounds sample complexity, and it directly formalizes the intuition behind the bias-variance tradeoff and Occam’s razor: an unconstrained, infinitely expressive hypothesis class is not PAC-learnable at all, because no finite sample bounds its worst-case error. Citing PAC learning in an interview signals you understand generalization as a property with actual guarantees, not just an empirical hope.