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This paper gives a complete complexity characterization for quantified constraint satisfaction problems (QCSP) over positive temporal languages. Although the ...
This paper gives a complete complexity characterization for quantified constraint satisfaction problems (QCSP) over positive temporal languages.
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This paper gives a complete complexity characterization for quantified constraint satisfaction problems (QCSP) over positive temporal languages. Although the ...
This paper undertakes a systematic study of satisfiability for LTL formulae over restricted sets of propositional and temporal operators. Since every ...
The first of these classes is the class preserved by constant operations, the other polymorphisms (all binary) that come into play are named: min, max, mx, ...
A positive temporal template (or a positive temporal constraint language) is a relational structure whose relations can be defined over a dense linear order ...
MaxMinSet is a maximal set of variables that may be set to the least value in some solution s to Φ. Bodirsky, Chen, Wrona. QCSPs for Temporal Relations. Page 18 ...
Quantified primitive positive (qpp) formulas generalize pp-formulas by allowing both existential and universal quantification. If ϕ and ψ are (q)pp-formulas, ...
This paper gives a complete complexity characterization for quantified constraint satisfaction problems (QCSP) over positive temporal languages. Although the ...
Feb 14, 2024 · This paper presents a significant progress towards understanding the complexity of the quantified constraint satisfaction problem for temporal structures.
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