Mar 17, 2010 · We show how methods from computer algebra can be integrated into an SMT solver such that instances can be handled where the arithmetic problem ...
We show how ABL information, if available in an SMT instance, can be used to transform the decision problem into an equivalent set of variety subset problems.
Solving hard instances in QF-BV combining. Boolean reasoning with computer algebra. Markus Wedler1, Evgeny Pavlenko1, Alexander Dreyer3, Frank Seelisch2 ...
This paper describes the new satisfyability (SAT) modulo theory (SMT) solver STABLE for the quantifier-free logic over fixed size bit vectors and shows how ...
The heart of STABLE is a computer-algebra-based engine which provides algorithms for simplifying arithmetic problems of an SMT instance prior to bit-blasting.
STABLE: A new QF-BV SMT solver for hard verification problems combining Boolean reasoning with computer algebra.
STABLE: A new QF-BV SMT solver for hard verification problems combining Boolean reasoning with computer algebra · Computer Science. 2011 Design, Automation & ...
... Solving hard instances in QF-BV combining Boolean reasoning with computer algebra</span> <a class="doi" href="https://doi.org/10.4230/DagSemProc.09461.4 ...
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Missing: Solving instances
Solving hard instances in QF-BV combining Boolean reasoning with computer algebra. Algorithms and Applications for Next Generation SAT Solvers 2009; 2008. [j8].