I am a Post-Doc at the LARA group at EPFL in Lausanne, Switzerland, working with Viktor Kuncak.
My research focus is on various aspects of Satisfiability Modulo Theories, including quantified formulas, decision procedures, and proof checking.
I am the primary developer of the module for handling quantified formulas in the SMT solver CVC4.
My current focus is developing new techniques for handling quantified formulas within SMT solvers, including
heuristic E-matching, finite model finding, model-based instantiation, methods for automating proofs by induction, and approaches for synthesis conjectures.
Aaron Stump, Andrew Reynolds, Cesare Tinelli, Austin Laugesen, Harley Eades, Corey Oliver, and Ruoyu Zhang. LFSC for SMT Proofs: Work in Progress. PXTP 2012.
Clark Barrett, Christopher Conway, Morgan Deters, Liana Hadarean, Dejan Jovanovic, Tim King, Andrew Reynolds, and Cesare Tinelli. CVC4. CAV tool paper 2011.