A Datalog program can be translated into a system of fixpoint equations of relational algebra; this paper studies how such a system can be solved and optimized for a particular query. The paper presents a structured approach to optimization, by identifying several optimization steps and by studying solution methods for each step.

Optimization of systems of algebraic equations for evaluating datalog queries

CERI, STEFANO;TANCA, LETIZIA
1987-01-01

Abstract

A Datalog program can be translated into a system of fixpoint equations of relational algebra; this paper studies how such a system can be solved and optimized for a particular query. The paper presents a structured approach to optimization, by identifying several optimization steps and by studying solution methods for each step.
1987
VLDB'87, Proceedings of 13th International Conference on Very Large Data Bases
093461346X
query optimization; Datalog; relational algebra
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11311/665497
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