Using Prolog Tabling to Turn Exponential Recursion into Linear Time
Learn how Prolog tabling (SLG resolution) memoizes subgoals to turn exponential recursive programs like Fibonacci into linear‑time solutions.
ReadMeFeed / Community knowledge
Real questions. Useful conversations. Find the people who know your stack.
Learn how Prolog tabling (SLG resolution) memoizes subgoals to turn exponential recursive programs like Fibonacci into linear‑time solutions.
Tabling memoizes recursive Prolog subgoals so cyclic queries terminate. A decision guide to engine support, directive syntax, and the cut and side-effect trade-offs.
Goal: determine whether the cut operator (!/0) should affect already‑tabled answers when evaluating a tabled predicate that contains a cut in one of its clauses. Uncertainty: XSB treats the cut as a local commitment that does not invalidate existing table entries, whereas Yap and SWI‑Prolog (with library(tabling)) may propagate the cut to prune the table, le