The calculus delta conjunction developed in this paper is claimed to be able to embrace all the essential aspects of Automath, apart from the feature of type inclusion which will not be considered in this paper. The calculus deal with a correctness notion for lambda-typed lambda formulas (which are presented in the form of what will be called lambda trees). To an automath book there corresponds a single lambda tree. and the correcntess of the book is equivalent to the correctness of the tree. The algorithmic definition of correctness of lambda trees corresponds to an efficient checking algorithm for Automath Book
this paper and the LF. In particular the idea of having an operator T : Prop ! Type appears already ...
In the area of foundations of mathematics and computer science, three related topics dominate. These...
The subject of this thesis is about lambda-calculus decorated with types, usually called "Church-sty...
The calculus delta conjunction developed in this paper is claimed to be able to embrace all the esse...
The formal system \lambda\delta is a typed lambda calculus derived from \Lambda\infinity, aiming to...
Lambda-calculus is a language introduced by Church in 1930 aiming to build a logical basis for mathe...
AbstractThe paper develops notation for strings of abstractors in typed lambda calculus, and shows h...
In this thesis I introduce a new approach to the automated analysis of the reduction behaviour of A...
untyped lambda calculus was introduced around 1930 by Church [11] as part of an investigation in the...
Formal and symbolic approaches have offered computer science many application fields. The rich and ...
La vérification automatique de preuves consiste à faire vérifier par un ordinateur la validité de dé...
In the area of foundations of mathematics and computer science, three related topics dominate. These...
abstract: Natural Language Processing is a subject that combines computer science and linguistics, a...
Massachusetts Institute of Technology, Alfred P. Sloan School of Management. Thesis. 1969. Ph.D.MICR...
The `mathematical language' Automath, conceived by N.G. de Bruijn in 1968,was the first theorem prov...
this paper and the LF. In particular the idea of having an operator T : Prop ! Type appears already ...
In the area of foundations of mathematics and computer science, three related topics dominate. These...
The subject of this thesis is about lambda-calculus decorated with types, usually called "Church-sty...
The calculus delta conjunction developed in this paper is claimed to be able to embrace all the esse...
The formal system \lambda\delta is a typed lambda calculus derived from \Lambda\infinity, aiming to...
Lambda-calculus is a language introduced by Church in 1930 aiming to build a logical basis for mathe...
AbstractThe paper develops notation for strings of abstractors in typed lambda calculus, and shows h...
In this thesis I introduce a new approach to the automated analysis of the reduction behaviour of A...
untyped lambda calculus was introduced around 1930 by Church [11] as part of an investigation in the...
Formal and symbolic approaches have offered computer science many application fields. The rich and ...
La vérification automatique de preuves consiste à faire vérifier par un ordinateur la validité de dé...
In the area of foundations of mathematics and computer science, three related topics dominate. These...
abstract: Natural Language Processing is a subject that combines computer science and linguistics, a...
Massachusetts Institute of Technology, Alfred P. Sloan School of Management. Thesis. 1969. Ph.D.MICR...
The `mathematical language' Automath, conceived by N.G. de Bruijn in 1968,was the first theorem prov...
this paper and the LF. In particular the idea of having an operator T : Prop ! Type appears already ...
In the area of foundations of mathematics and computer science, three related topics dominate. These...
The subject of this thesis is about lambda-calculus decorated with types, usually called "Church-sty...