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Austria

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Preprint Jul 2026

STLSat---An Improved Tableau for Satisfiability Checking of Signal Temporal Logic Formulas

Signal Temporal Logic (STL) is a formalism used to describe temporal properties of real-valued signals in cyber-physical systems. In mission- and safety-critical domains, specifications often consist of large collections of STL formulas, making consistency checking and requirement analysis a major engineering bottleneck. Despite tableau-based satisfiability procedures being a natural solution to solve this problem, we have recently found out that the only existing tree-shaped tableau for bounded discrete-time STL does not provide a sound satisfiability/unsatisfiability verdict for all possible STL formulas. In this paper, we pinpoint the flaw in that procedure and present a new tree-shaped tableau which we prove to be sound and complete for bounded discrete-time STL. On top of this theoretical foundation, we introduce STLSat, an open-source Rust tool that decides the satisfiability of STL formulas, synthesizes concrete witness signals, checks the logical implication and equivalence between specifications, and extracts unsatisfiable cores, allowing users to identify inconsistent subsets of requirements for more effective specification debugging. STLSat also implements enhanced First-Order Logic and Satisfiability Modulo Theories encodings for STL, which allow it to act as a portfolio solver. We evaluate STLSat on an extended benchmark suite (including STL and Mission-time Linear Temporal Logic formulas) that we release publicly. Across the whole benchmark, the portfolio solver matches or outperforms state-of-the-art tools while preserving correctness guaranteed by our sound tableau procedure.

Marco Zamponi, Florian Lammel, E. Bartocci et al. · 0 citations

SAT in Saturation: A Satisfied Match

A tailored integration of SAT solving for detecting variants of subsumption in superposition using the Vampire prover and showing that SAT encodings improve literal matching, and thus subsumption, in first-order theorem proving is presented.

Laura Kovács, Tu Wien, Austria et al. · 0 citations
2026

SAT Modulo Well-Founded Semantics

It is shown that the choice operator can be materialized by a SAT solver while propagating the consequences of choices through an extension of the alternating fixpoint algorithm for WFS with conflicts that are propagated back to the SAT solver.

Thomas Eiter, Tobias Nießen, Davide Soldà et al. · 0 citations

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