The first part of the paper introduces the varieties of modern constructive mathematics, concentrating on Bishop’s constructive mathematics(BISH). It gives a sketch of both Myhill’s axiomatic system for BISH and a constructive axiomatic development of the real line R. The second part of the paper focuses on the relation between constructive mathematics and programming, with emphasis on Martin-Lof’s theory of types as a formal system for BISH
The point of using constructive methods in mathematics is to explicitly exhibit any object or algor...
La thèse s'intéresse aux fondements des Mathématiques Constructives et donc de fait à la conception ...
Constructive mathematics is mathematics without the use of the principle of the excluded middle. The...
The first part of the paper introduces the varieties of modern constructive mathematics, concentrati...
The first part of the paper introduces the varieties of modern constructive mathematics, concentrati...
AbstractThis paper introduces Bishop's constructive mathematics, which can be regarded as the constr...
Constructive mathematics, mathematics in which the existence of an object means that that we can act...
The central dierence between working in constructive rather than classical mathematics is the meanin...
Constructive mathematics, mathematics in which the existence of an object means that that we can act...
AbstractThis paper introduces Bishop's constructive mathematics, which can be regarded as the constr...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
We see the defining properties of constructive mathematics as being the proof interpretation of the ...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
The point of using constructive methods in mathematics is to explicitly exhibit any object or algor...
La thèse s'intéresse aux fondements des Mathématiques Constructives et donc de fait à la conception ...
Constructive mathematics is mathematics without the use of the principle of the excluded middle. The...
The first part of the paper introduces the varieties of modern constructive mathematics, concentrati...
The first part of the paper introduces the varieties of modern constructive mathematics, concentrati...
AbstractThis paper introduces Bishop's constructive mathematics, which can be regarded as the constr...
Constructive mathematics, mathematics in which the existence of an object means that that we can act...
The central dierence between working in constructive rather than classical mathematics is the meanin...
Constructive mathematics, mathematics in which the existence of an object means that that we can act...
AbstractThis paper introduces Bishop's constructive mathematics, which can be regarded as the constr...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
We see the defining properties of constructive mathematics as being the proof interpretation of the ...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
Errett Bishop's work in constructive mathematics is overwhelmingly regarded as a turning point for m...
The point of using constructive methods in mathematics is to explicitly exhibit any object or algor...
La thèse s'intéresse aux fondements des Mathématiques Constructives et donc de fait à la conception ...
Constructive mathematics is mathematics without the use of the principle of the excluded middle. The...