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logic (14)
base (8)
prover (5)
time (4)
effici (4)

Stem tableau$ (all stems)

36 papers:

SIGMODSIGMOD-2015-TerleckiXSKW #on the
On Improving User Response Times in Tableau (PT, FX, MS, VK, RMGW), pp. 1695–1706.
SIGMODSIGMOD-2014-WesleyT
Leveraging compression in the tableau data engine (RMGW, PT), pp. 563–573.
ICGTICGT-2014-LambersO #graph #reasoning
Tableau-Based Reasoning for Graph Properties (LL, FO), pp. 17–32.
IJCARIJCAR-2014-GoreOT #calculus #implementation #using
Implementing Tableau Calculi Using BDDs: BDDTab System Description (RG, KO, JT), pp. 337–343.
IJCARIJCAR-2014-SteigmillerGL #algorithm #logic
Coupling Tableau Algorithms for Expressive Description Logics with Completion-Based Saturation Procedures (AS, BG, TL), pp. 449–463.
SIGMODSIGMOD-2012-MortonBMMS #integration
Dynamic workload driven data integration in tableau (KM, RB, JDM, RM, CS), pp. 807–816.
ICPRICPR-2012-SilvaL #automation #education #framework #recognition
Automatic content recognition of teaching boards in the Tableau platform (GdFPeS, RDL), pp. 645–648.
SIGMODSIGMOD-2011-WesleyET #visualisation
An analytic data engine for visualization in tableau (RMGW, ME, PT), pp. 1185–1194.
TACASTACAS-2010-GoreKP #algebra #algorithm #logic
Optimal Tableau Algorithms for Coalgebraic Logics (RG, CK, DP), pp. 114–128.
ICPRICPR-2010-OliveiraL #education
Generalizing Tableau to Any Color of Teaching Boards (DMdO, RDL), pp. 2411–2414.
CSLCSL-2010-AlendaOST #calculus
Tableau Calculi for CSL over minspaces (RA, NO, CS, DT), pp. 52–66.
IJCARIJCAR-2010-MayerC #hybrid #logic #proving
Herod and Pilate: Two Tableau Provers for Basic Hybrid Logic (MCM, SC), pp. 255–262.
FMFM-2009-Reynolds
A Tableau for CTL (MR), pp. 403–418.
CADECADE-2009-GoreW #on the fly #satisfiability
An Optimal On-the-Fly Tableau-Based Decision Procedure for PDL-Satisfiability (RG, FW), pp. 437–452.
CADECADE-2009-NguyenS #calculus #logic
A Tableau Calculus for Regular Grammar Logics with Converse (LAN, AS), pp. 421–436.
SEFMSEFM-2008-GorankoS #distributed #logic #multi
Tableau-Based Decision Procedure for the Multi-agent Epistemic Logic with Operators of Common and Distributed Knowledge (VG, DS), pp. 237–246.
IJCARIJCAR-2008-SchmidtT #first-order #logic
A General Tableau Method for Deciding Description Logics, Modal Logics and Related First-Order Fragments (RAS, DT), pp. 194–209.
ICLPICLP-2006-GebserS #calculus #programming #set
Tableau Calculi for Answer Set Programming (MG, TS), pp. 11–25.
CSLCSL-2004-AvelloneFFM #calculus #implementation #logic #performance
A Space Efficient Implementation of a Tableau Calculus for a Logic with a Constructive Negation (AA, CF, GF, UM), pp. 488–502.
IJCARIJCAR-2004-Bonichon #deduction #named
TaMeD: A Tableau Method for Deduction Modulo (RB), pp. 445–459.
CAVCAV-2003-Geilen #logic #on the fly #realtime
An Improved On-The-Fly Tableau Construction for a Real-Time Temporal Logic (MG), pp. 394–406.
FoSSaCSFoSSaCS-2002-Srba #commutative
Note on the Tableau Technique for Commutative Transition Systems (JS), pp. 387–401.
CAVCAV-2001-BhatCG #automaton #model checking #performance
Efficient Model Checking Via Büchi Tableau Automata (GB, RC, AG), pp. 38–52.
IJCARIJCAR-2001-CerroFGHLM #logic #proving
Lotrec : The Generic Tableau Prover for Modal and Description Logics (LFdC, DF, OG, AH, DL, FM), pp. 453–458.
ICLPCL-2000-JunttilaN #performance #satisfiability #towards
Towards an Efficient Tableau Method for Boolean Circuit Satisfiability Checking (TAJ, IN), pp. 553–567.
TACASTACAS-1997-SchmittG #linear #logic
A Tableau System for Linear-TIME Temporal Logic (PHS, JGL), pp. 130–144.
CADECADE-1997-KettnerE
The Tableau Browser SNARKS (MK, NE), pp. 408–411.
ICALPICALP-1996-BradfieldEM #calculus #effectiveness #linear #μ-calculus
An Effective Tableau System for the Linear Time μ-Calculus (JCB, JE, AM), pp. 98–109.
CADECADE-1996-BeckertHOS #proving #theorem proving
The Tableau-based Theorem Prover 3TAP Version 4.0 (BB, RH, PO, MS), pp. 303–307.
SASSAS-1995-Schmidt-SchausPS #calculus #reduction #using
Abstract Reduction Using a Tableau Calculus (MSS, SEP, MS), pp. 348–365.
CADECADE-1994-BeckertP #agile #named #proving #theorem proving
leanTAP: Lean Tableau-Based Theorem Proving (Extended Abstract) (BB, JP), pp. 793–797.
CADECADE-1992-BeckertGHK #logic #multi #proving #theorem proving
The Tableau-Based Theorem Prover 3TAP for Multi-Valued Logics (BB, SG, RH, WK), pp. 758–760.
CAVCAV-1992-Mader
Tableau Recycling (AM), pp. 330–342.
CADECADE-1990-Schwind #decidability #logic #proving #set #theorem proving
A Tableau-Based Theorem Prover for a Decidable Subset of Default Logic (CS), pp. 528–542.
CSLCSL-1990-Hahnle #logic #multi #performance #proving #towards
Towards an Efficient Tableau Proof Procedure for Multiple-Valued Logics (RH), pp. 248–260.
LISPLFP-1984-MalachiMW #named #programming language
TABLOG: The Deductive-Tableau Programming Language (YM, ZM, RJW), pp. 323–330.

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.