DATALOG SIRUPs uniform boundedness is undecidable
Jerzy Marcinkowski
Abstract
Jerzy Marcinkowski
Abstract
DATALOG is the paradigmatic database query language. If it is possible to eliminate recursion from a DATALOG program then it is uniformly bounded. Since uniformly bounded programs can be executed in parallel constant time, the possibility of automated boundedness detection is an important issue, and has been studied in many papers. In this paper we solve one of the most famous open problems in the theory of deductive databases (see e.g. P.C. Kanellakis, Elements of Relational Database Theory in Handbook of Theoretical Computer Science) showing that uniform boundedness is undecidable for single rule programs (called also sirups).
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DATALOG is the paradigmatic database query language. If it is possible to eliminate recursion from a DATALOG program then it is uniformly bounded. Since uniformly bounded programs can be executed in parallel constant time, the possibility of automated boundedness detection is an important issue, and has been studied in many papers. In this paper we solve one of the most famous open problems in the theory of deductive databases (see e.g. P.C. Kanellakis, Elements of Relational Database Theory in Handbook of Theoretical Computer Science) showing that uniform boundedness is undecidable for single rule programs (called also sirups).
Key concepts: Datalog, Undecidable problem, Recursion (computer science), Computer science, Deductive database, Bounded function, Constant (computer programming), Theory of computation