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3rd PAAR 2012: Manchester, UK
- Pascal Fontaine, Renate A. Schmidt, Stephan Schulz:

Third Workshop on Practical Aspects of Automated Reasoning, PAAR-2012, Manchester, UK, June 30 - July 1, 2012. EPiC Series in Computing 21, EasyChair 2013 - Armin Biere:

Practical Aspects of SAT Solving. 1 - Boris Motik:

Building an Efficient OWL 2 DL Reasoner. 2 - Jesse Alama

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Escape to Mizar from ATPs. 3-11 - Christoph Benzmüller, Jens Otten, Thomas Raths:

Implementing Different Proof Calculi for First-order Modal Logics. 12-18 - Diego Caminha Barbosa De Oliveira, David Monniaux:

Experiments on the feasibility of using a floating-point simplex in an SMT solver. 19-28 - Jason Crampton, Michael Huth, Jim Huan-Pu Kuo:

Authorization Enforcement in Workflows: Maintaining Realizability Via Automated Reasoning. 29-42 - Rajeev Goré, Jimmy Thomson:

BDD-based automated reasoning in propositional non-classical logics: progress report. 43-57 - Md Zahidul Islam, Wendy MacCaull:

A One-Pass Tableau-Based Workflow Verification Framework. 58-71 - Cezary Kaliszyk, Josef Urban:

Initial Experiments with External Provers and Premise Selection on HOL Light Corpora. 72-81 - Daniel Kühlwein, Josef Urban:

Learning from Multiple Proofs: First Experiments. 82-94 - Alexander Leitsch, Tomer Libal:

A Resolution Calculus for Second-order Logic with Eager Unification. 95 - Tianyi Liang, Cesare Tinelli:

Exploiting parallelism in the ME calculus. 96-108 - Stefan Minica, Mohammad Khodadadi, Renate A. Schmidt, Dmitry Tishkovsky:

Synthesising and Implementing Tableau Calculi for Interrogative Epistemic Logics. 109-123 - Anthony Monnet, Roger Villemaire:

CDCL with Less Destructive Backtracking through Partial Ordering. 124-138 - Martina Seidl, Florian Lonsing, Armin Biere:

qbf2epr: A Tool for Generating EPR Formulas from QBF. 139-148 - Dmitry Tishkovsky, Renate A. Schmidt, Mohammad Khodadadi:

MetTeL2: Towards a Tableau Prover Generation Platform. 149-162 - Christoph Weidenbach, Patrick Wischnewski:

Satisfiability Checking and Query Answering for Large Ontologies. 163-177

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