<--- Back to Details
First PageDocument Content
Mathematical logic / Logic / Mathematics / Model theory / Proof theory / Quantification / Predicate logic / Thoralf Skolem / Skolem normal form / Soundness / Quantifier / Sequent calculus
Date: 2018-07-19 05:32:19
Mathematical logic
Logic
Mathematics
Model theory
Proof theory
Quantification
Predicate logic
Thoralf Skolem
Skolem normal form
Soundness
Quantifier
Sequent calculus

Producing Skolem Expansion Trees with the CERESω method: A Case Study Martin Riener, joint work with Alexander Leitsch

Add to Reading List

Source URL: www.logic.at

Download Document from Source Website

File Size: 250,50 KB

Share Document on Facebook

Similar Documents

Local Soundness for QBF Calculi? Martin Suda and Bernhard Gleiss TU Wien, Vienna, Austria Abstract. We develop new semantics for resolution-based calculi for Quantified Boolean Formulas, covering both the CDCL-derived ca

Local Soundness for QBF Calculi? Martin Suda and Bernhard Gleiss TU Wien, Vienna, Austria Abstract. We develop new semantics for resolution-based calculi for Quantified Boolean Formulas, covering both the CDCL-derived ca

DocID: 1xVIK - View Document

Journal of Automated Reasoning manuscript No. (will be inserted by the editor) Self-Formalisation of Higher-Order Logic Semantics, Soundness, and a Verified Implementation Ramana Kumar · Rob Arthan ·

Journal of Automated Reasoning manuscript No. (will be inserted by the editor) Self-Formalisation of Higher-Order Logic Semantics, Soundness, and a Verified Implementation Ramana Kumar · Rob Arthan ·

DocID: 1xV5B - View Document

Type Soundness for Dependent Object Types (DOT) * Complete We  sis

Type Soundness for Dependent Object Types (DOT) * Complete We sis

DocID: 1xUdC - View Document

HOL with Definitions: Semantics, Soundness, and a Verified Implementation Ramana Kumar1 , Rob Arthan2 , Magnus O. Myreen1 , and Scott Owens3 2  1

HOL with Definitions: Semantics, Soundness, and a Verified Implementation Ramana Kumar1 , Rob Arthan2 , Magnus O. Myreen1 , and Scott Owens3 2 1

DocID: 1xTFM - View Document

Type Soundness for DOT (Dependent Object Types) Tiark Rompf  Nada Amin

Type Soundness for DOT (Dependent Object Types) Tiark Rompf Nada Amin

DocID: 1xTuC - View Document