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Circuits and Formulas for Datalog over Semirings

Summary: Datalog provenance polynomials over absorptive semirings; analyzes optimal circuit/formula depth and size as a function of input m. Dichotomy for several Datalog classes: polynomial-size formulas exist or not; depth Theta(log m) vs Theta(log^2 m); polynomial fringe yields O(log^2 m) circuits; semiring-boundedness characterizations. (summarized by gpt-5-nano on Feb 09 2026)

Paper ID
1964
Venue
PODS
Year
2025
Pagerank
4.1945683e-05
Overall Rank
10,344 | 28.04%
DOI
10.1145/3725230

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Citations counted here include only citations to other VLDB/SIGMOD/CIDR/PODS papers in this database.

Rank Cited Paper Year Venue Pagerank
31 Provenance Semirings 2007 PODS 0.0007857786
274 Regular Path Queries with Constraints 1997 PODS 0.00029390022
1,185 Data Independent Recursion in Deductive Databases 1986 PODS 0.00013445831
1,991 Decidability and Undecidability Results for Boundedness of Linear Recursive Queries 1988 PODS 9.84713e-05
2,206 A Decidable Class of Bounded Recursions 1987 PODS 9.2910236e-05
2,474 Graph-Theoretic Methods In Database Theory 1990 PODS 8.7135761e-05
2,907 Convergence of Datalog over (Pre-) Semirings 2022 PODS 7.933806e-05
4,631 Tools for Datalog Boundedness 1991 PODS 6.0347472e-05
5,992 Evaluating Datalog over Semirings: A Grounding-based Approach 2024 PODS 5.2415551e-05
8,125 The Complexity of Why-Provenance for Datalog Queries 2024 PODS 4.5797807e-05
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