arXiv AI By Rajeev Gor\'e (Faculty of Information Technology, Monash University, Australia), Cormac Kikkert (Cormac Kikkert Research)

Modal CEGAR-tableaux with RECAR and resolution-based SAT-shortcuts

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arXiv:2606. 31878v1 Announce Type: cross Abstract: We investigate two approaches for extending CEGAR-tableaux with SAT-shortcuts using a previously known approach called RECAR but also a totally new approach using the modal resolution theorem prover KSP as an oracle.

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arXiv AI
5d ago

A Hybrid SMT-NRA Solver: Integrating 2D Cell-Jump-Based Local Search, MCSAT and OpenCAD

The paper introduces a hybrid framework for solving Satisfiability Modulo the Theory of Nonlinear Real Arithmetic (SMT‑NRA). It presents a new two‑dimensional cell‑jump move, called 2D‑cell‑jump, that generalizes the existing cell‑jump operation by allowing search over any chosen plane. Building on this, the authors develop an extended local search framework, 2D‑LS, and combine it with MCSAT and OpenCAD to form a hybrid solver that improves search efficiency through information exchange, as shown by experimental results.

By Tianyi Ding, Haokun Li, Xinpeng Ni, Bican Xia, Tianqi Zhao