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Used together with:
proof (6)
resolut (5)
induct (3)
formula (3)
bound (3)

Stem refut$ (all stems)

32 papers:

SASSAS-2015-Brain0KS #invariant #safety #verification
Safety Verification and Refutation by k-Invariants and k-Induction (MB, SJ, DK, PS), pp. 145–161.
ICSEICSE-v1-2015-DeweyNH #automation #data type #generative
Automated Data Structure Generation: Refuting Common Wisdom (KD, LN, BH), pp. 32–43.
ICALPICALP-v1-2014-Tzameret #algorithm #problem #random #satisfiability
Sparser Random 3-SAT Refutation Algorithms and the Interpolation Problem — (Extended Abstract) (IT), pp. 1015–1026.
IFMIFM-2014-ErikssonPB #invariant #programming #proving
Proofs and Refutations in Invariant-Based Programming (JE, MP, RJB), pp. 189–204.
ICSTSAT-2014-FinkbeinerT #performance
Fast DQBF Refutation (BF, LT), pp. 243–251.
VMCAIVMCAI-2014-Chang #reachability
Refuting Heap Reachability (BYEC), pp. 137–141.
PLDIPLDI-2013-BlackshearCS #named #precise #reachability
Thresher: precise refutations for heap reachability (SB, BYEC, MS), pp. 275–286.
CADECADE-2013-HeuleHW #verification
Verifying Refutations with Extended Resolution (MH, WAHJ, NW), pp. 345–359.
KRKR-2012-BordeauxJSM #on the #quantifier
On Unit-Refutation Complete Formulae with Existentially Quantified Variables (LB, MJ, JPMS, PM).
LICSLICS-2012-MullerT #random
Short Propositional Refutations for Dense Random 3CNF Formulas (SM, IT), pp. 501–510.
FMFM-2008-McIverMG #probability #proving #refinement
Proofs and Refutations for Probabilistic Refinement (AKM, CCM, CG), pp. 100–115.
LICSLICS-2008-DelandeM #approach #proving
A Neutral Approach to Proof and Refutation in MALL (OD, DM), pp. 498–508.
ICSTSAT-2007-Buresh-OppenheimM #polynomial
Minimum 2CNF Resolution Refutations in Polynomial Time (JBO, DGM), pp. 300–313.
CAVCAV-2006-GurfinkelWC #model checking #named #verification
Yasm: A Software Model-Checker for Verification and Refutation (AG, OW, MC), pp. 170–174.
DATEDATE-2005-ShenQL #algorithm #analysis #performance
A Faster Counterexample Minimization Algorithm Based on Refutation Analysis (SS, YQ, SL), pp. 672–677.
ICALPICALP-2004-FeigeO #random #scalability
Easily Refutable Subformulas of Large Random 3CNF Formulas (UF, EO), pp. 519–530.
IJCARIJCAR-2004-SteelBM #induction #protocol
Attacking a Protocol for Group Key Agreement by Refuting Incorrect Inductive Conjectures (GS, AB, MM), pp. 137–151.
CAVCAV-2003-MouraRS #bound #induction #model checking #verification
Bounded Model Checking and Induction: From Refutation to Verification (Extended Abstract, Category A) (LMdM, HR, MS), pp. 14–26.
ICALPICALP-2002-ImpagliazzoS #axiom #bound #simulation
Bounded-Depth Frege Systems with Counting Axioms Polynomially Simulate Nullstellensatz Refutations (RI, NS), pp. 208–219.
CSLCSL-2002-Beckmann #proving #strict
Resolution Refutations and Propositional Proofs with Height-Restrictions (AB), pp. 599–612.
IJCARIJCAR-2001-Szeider
NP-Completeness of Refutability by Literal-Once Resolution (SS), pp. 168–181.
CSLCSL-1998-Buning #bound
An Upper Bound for Minimal Resolution Refutations (HKB), pp. 171–178.
RTARTA-1995-Nieuwenhuis #constraints #on the #proving
On Narrowing, Refutation Proofs and Constraints (RN), pp. 56–70.
FMFME-1994-WangM
RTL and Refutation by Positive Cycles (FW, AKM), pp. 659–680.
ICLPICLP-1994-Mircheva #logic programming #source code
Logic Programs with Refutation Rules (MM), p. 734.
LICSLICS-1994-HofmannS #proving
The Groupoid Model Refutes Uniqueness of Identity Proofs (MH, TS), pp. 208–212.
ICLPICLP-1991-KoN #revisited
Substitution and Refutation Revisited (HPK, MEN), pp. 679–692.
RTARTA-1991-Deruyver #equation #first-order #logic #named #proving #theorem proving
EMMY: A Refutational Theorem Prover for First-Order Logic with Equation (AD), pp. 439–441.
LICSLICS-1989-Fitting
Negation As Refutation (MF), pp. 63–70.
CADECADE-1986-EisingerO
The Markgraf Karl Refutation Procedure (MKRP) (NE, HJO), pp. 681–682.
CADECADE-1986-HsiangR #proving #theorem proving
A New Method for Establishing Refutational Completeness in Theorem Proving (JH, MR), pp. 141–152.
CADECADE-1986-Schneider #deduction
An Improvement of Deduction Plans: Refutation Plans (HAS), pp. 377–383.

Bibliography of Software Language Engineering in Generated Hypertext (BibSLEIGH) is created and maintained by Dr. Vadim Zaytsev.
Hosted as a part of SLEBOK on GitHub.