Travelled to:
1 × Austria
2 × Canada
2 × Italy
2 × United Kingdom
4 × USA
Collaborated with:
H.K.Büning O.Kullmann U.Bubeck Y.Shen K.Subramani
Talks about:
formula (9) quantifi (8) boolean (6) equival (5) model (5) minim (3) resolut (2) circuit (2) reduct (2) normal (2)
Person: Xishun Zhao
DBLP: Zhao:Xishun
Facilitated 1 volumes:
Contributed to:
Wrote 14 papers:
- KR-2014-ShenZ #canonical #logic programming #source code
- Canonical Logic Programs are Succinctly Incomparable with Propositional Formulas (YS, XZ).
- SAT-2012-KullmannZ #on the #reduction #satisfiability
- On Davis-Putnam Reductions for Minimally Unsatisfiable Clause-Sets (OK, XZ), pp. 270–283.
- SAT-2011-BuningZB #normalisation #quantifier
- Transformations into Normal Forms for Quantified Circuits (HKB, XZ, UB), pp. 245–258.
- SAT-2011-KullmannZ #normalisation #on the
- On Variables with Few Occurrences in Conjunctive Normal Forms (OK, XZ), pp. 33–46.
- SAT-2009-BuningZB #quantifier #subclass
- Resolution and Expressiveness of Subclasses of Quantified Boolean Formulas and Circuits (HKB, XZ, UB), pp. 391–397.
- SAT-2006-BuningZ #quantifier
- Minimal False Quantified Boolean Formulas (HKB, XZ), pp. 339–352.
- SAT-2005-BubeckBZ #equivalence #modelling #quantifier
- Quantifier Rewriting and Equivalence Models for Quantified Horn Formulas (UB, HKB, XZ), pp. 386–392.
- SAT-2005-ZhaoB #reduction
- Model-Equivalent Reductions (XZ, HKB), pp. 355–370.
- SAT-2004-BuningZ #equivalence #modelling #quantifier
- Equivalence Models for Quantified Boolean Formulas (HKB, XZ), pp. 230–237.
- SAT-J-2004-BuningZ05 #equivalence #modelling #quantifier
- Equivalence Models for Quantified Boolean Formulas (HKB, XZ), pp. 224–234.
- SAT-2003-BuningSZ #modelling #on the #quantifier
- On Boolean Models for Quantified Boolean Horn Formulas (HKB, KS, XZ), pp. 93–104.
- SAT-2003-BuningZ
- Read-Once Unit Resolution (HKB, XZ), pp. 356–369.
- SAT-2002-ZhaoB #equivalence #problem
- Extension and equivalence problems for clause minimal formulas (XZ, HKB), p. 43.
- SAT-2001-BuningZ #satisfiability
- Satisfiable Formulas Closed Under Replacement (HKB, XZ), pp. 48–58.