arXiv:2208.10255cs.DB
On the non-efficient PAC learnability of conjunctive queries
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Abstract
This note serves three purposes: (i) we provide a self-contained exposition of the fact that conjunctive queries are not efficiently learnable in the Probably-Approximately-Correct (PAC) model, paying clear attention to the complicating fact that this concept class lacks the polynomial-size fitting property, a property that is tacitly assumed in much of the computational learning theory literature; (ii) we establish a strong negative PAC learnability result that applies to many restricted classes of conjunctive queries (CQs), including acyclic CQs for a wide range of notions of "acyclicity"; (iii) we show that CQs (and UCQs) are efficiently PAC learnable with membership queries.
The halting problem simply doesn't apply to biological neurons, they don't side step them, unless your context is humans writing down an Algorithm. The rules of a human writing down an algorithm is the same thing as a Turing machine running an algorithm. The halting problem…
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