We conclude by showing that λ-unification is not a complete quantifier substitution method for set theory-unlile first-order unification and first-order logic.
This paper introduces a tableau method for propositional interval temporal logic (ITL)[14]. Beyond the usual operators of linear temporal logic, ITL contains ...
People also ask
What is lambda in set theory?
Aug 8, 2006 · Abstract. We give a formal description of an algorithm for lambda unification. The input to the algorithm consists of two terms t and s of ...
Unification is an algorithmic process of solving equations between symbolic expressions, each of the form Left-hand side = Right-hand side.
Automated deduction in von Neumann-Bernays-Gödel set theory
www.semanticscholar.org › paper › Auto...
A λ-unifiability test for set theory · S. Bailin. Computer Science, Mathematics. Journal of Automated Reasoning. 2004. TLDR. A semi-decision algorithm for the ...
Jan 29, 2006 · The proper way to do things is to equate sets and predicates and to define a set as a function that returns a Boolean.
Missing: Unifiability | Show results with:Unifiability
Bailin: A lambda-Unifiability Test for Set Theory. 269-286 BibTeX · David A. Plaisted: Non-Horn Clause Logic Programming Without Contrapositives. 287-325 ...
Oct 26, 2014 · A presentation of set theory in terms of lambda-calculus will really help. Are there such presentations or attempts to do it?
Missing: Unifiability | Show results with:Unifiability
Resolution modulo is a first-order theorem proving method that can be applied both to first-order presentations of simple type theory (also called ...
The aim of this thesis is to give a concise introduction to homotopy type theory, to Aczel's constructive set theory and to simplicial sets and their homotopy ...