Pages that link to "Item:Q1272614"
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The following pages link to The TPTP problem library. CNF release v1. 2. 1 (Q1272614):
Displaying 50 items.
- TPTP (Q16327) (← links)
- A scalable module system (Q391632) (← links)
- Model evolution with equality -- revised and implemented (Q429586) (← links)
- Conjecture synthesis for inductive theories (Q438543) (← links)
- MPTP-motivation, implementation, first experiments (Q556682) (← links)
- Internal axioms for domain semirings (Q627202) (← links)
- An erratum for some errata to ATP problems (Q679255) (← links)
- Octopus: combining learning and parallel search (Q861370) (← links)
- Predicting and detecting symmetries in FOL finite model search (Q861703) (← links)
- Things to know when implementing KBO (Q861708) (← links)
- Applying SAT solving in classification of finite algebras (Q862393) (← links)
- \textit{Theorema}: Towards computer-aided mathematical theory exploration (Q865646) (← links)
- Computer supported mathematics with \(\Omega\)MEGA (Q865650) (← links)
- MPTP 0.2: Design, implementation, and initial experiments (Q877826) (← links)
- The ILTP problem library for intuitionistic logic (Q877897) (← links)
- Combined reasoning by automated cooperation (Q946572) (← links)
- Hashing and canonicalizing Notation 3 graphs (Q988582) (← links)
- Lightweight relevance filtering for machine-generated resolution problems (Q1006731) (← links)
- Computing finite models by reduction to function-free clause logic (Q1006733) (← links)
- Solving the \$100 modal logic challenge (Q1006738) (← links)
- Labelled splitting (Q1037396) (← links)
- Automated verification of refinement laws (Q1037397) (← links)
- Solving quantified verification conditions using satisfiability modulo theories (Q1037401) (← links)
- First order Stålmarck. Universal lemmas through branch merges (Q1040785) (← links)
- Improving the efficiency of a hyperlinking-based theorem prover by incremental evaluation with network structures (Q1340966) (← links)
- Controlled integration of the cut rule into connection tableau calculi (Q1344875) (← links)
- IeanCOP: lean connection-based theorem proving (Q1404981) (← links)
- On using ground joinable equations in equational theorem proving (Q1404987) (← links)
- Eliminating redundant search space on backtracking for forward chaining theorem proving (Q1412130) (← links)
- Evaluating general purpose automated theorem proving systems (Q1606324) (← links)
- The TPTP problem library and associated infrastructure. From CNF to TH0, TPTP v6.4.0 (Q1694574) (← links)
- Constraint solving for proof planning (Q1774557) (← links)
- Linear and unit-resulting refutations for Horn theories (Q1923821) (← links)
- Extended transitive separation logic (Q2347905) (← links)
- The model evolution calculus as a first-order DPLL method (Q2389629) (← links)
- Automation for interactive proof: first prototype (Q2432769) (← links)
- Mathematical applications of inductive logic programming (Q2433178) (← links)
- On the mechanization of the proof of Hessenberg's theorem in coherent logic (Q2471743) (← links)
- The TPTP problem library and associated infrastructure and associated infrastructure. The FOF and CNF parts, v3.5.0 (Q2655326) (← links)
- Encoding first order proofs in SMT (Q2864408) (← links)
- Presenting and explaining Mizar (Q2867936) (← links)
- An interactive derivation viewer (Q2867942) (← links)
- A Query Language for Formal Mathematical Libraries (Q2907320) (← links)
- Transitive Separation Logic (Q2915132) (← links)
- Zenon: An Extensible Automated Theorem Prover Producing Checkable Proofs (Q3498463) (← links)
- On Automating the Calculus of Relations (Q3541686) (← links)
- LogAnswer - A Deduction-Based Question Answering System (System Description) (Q3541695) (← links)
- leanCoP 2.0 and ileanCoP 1.2: High Performance Lean Theorem Proving in Classical and Intuitionistic Logic (System Descriptions) (Q3541708) (← links)
- MaLARea SG1 - Machine Learner for Automated Reasoning with Semantic Guidance (Q3541722) (← links)
- THF0 – The Core of the TPTP Language for Higher-Order Logic (Q3541725) (← links)