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

First Page		Document Content
Date: 2018-06-26 03:55:02 Measure theory FO Finite model theory Ergodic theory Mathematics Logic Mathematical logic Lie algebras Hopf decomposition Pattern language		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 Add to Reading List Source URL: forsyte.at Download Document from Source Website File Size: 410,57 KB Share Document on Facebook

	workplace with digital tablet, notebook and coffee cup DocID: 1rpIg - View Document
	Categorematic Unreducible Polyadic Quantifiers in Lexical Resource Semantics Frank Richter Goethe Universität Frankfurt a.M. HeadLex 2016, Warsaw DocID: 1rjZ3 - View Document
	A tetrachotomy for positive first-order logic without equality Florent Madelaine Barnaby Martin DocID: 1rd10 - View Document
	Integrating Categorematic Unreducible Polyadic Quantifiers in LRS Frank Richter∗ Introduction This paper has two goals: On the technical side, it presents a general integration of polyadic quantification in Lexical Res DocID: 1ratm - View Document
	Model theory of finite and pseudofinite groups Dugald Macpherson∗, School of Mathematics, University of Leeds, Leeds LS2 9JT, UK, DocID: 1qU5n - View Document