Jan 8, 2014 · In this paper, we investigate the computational complexity of CL5, showing it is \Sigma_2^p-complete. We also show that CL5 without the duplication rule has ...
Abstract. Introduced in 2006 by Japaridze, cirquent calculus is a refinement of sequent calculus. The advent of cirquent calculus arose from the need for a ...
In this paper, we investigate the computational complexity of CL5, showing it is Σ 2 p \Sigma_2^p -complete. We also show that CL5 without the duplication rule ...
The computational complexity of CL5 is investigated, showing it is $\Sigma_2^p$-complete and it is also shown that CL5 without the duplication rule has ...
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Cirquent calculus is a proof calculus that manipulates graph-style constructs termed cirquents, as opposed to the traditional tree-style objects such as ...
Dec 3, 2024 · Cirquent calculus is a proof system with inherent ability to account for sharing subcomponents in logical expressions.
12. The Computational Complexity of Propositional Cirquent Calculus · Matthew Steven Bauer. Introduced in 2006 by Japaridze, cirquent calculus is a refinement ...
Jun 26, 2022 · This paper is a brief presentation of cirquent calculus, a novel proof system for resource-conscious logics. As such, it is a refinement of ...
The computational complexity of propositional cirquent calculus. Logical Methods is Computer Science 11[1:12] (2015), pp.1-16.
This article presents a detailed elaboration of a deep-inference cirquent logic, which is naturally and inherently resource conscious, and shows that ...