This article expands on Curry's work on how to implement the problem of inverse interpolation on the ENIAC (1946) and his subsequent work on developing a theory of program composition (1948–1950). It is shown that Curry's hands-on experience with the ENIAC on the one side and his acquaintance with systems of formal logic on the other, were conductive to conceive a compact ‘notation for program construction’ which in turn would be instrumental to a mechanical synthesis of programs. Since Curry's systematic programming technique pronounces a critique of the Goldstine-von Neumann style of coding, his ‘calculus of program composition’ not only anticipates automatic programming but also proposes explicit hardware optimizations largely unperceive...
The first extensive number-theoretical computation run on the ENIAC, is reconstructed. The problem, ...
When designing critical software, great care must be taken to guarantee its correctness. Refactoring...
This thesis is concerned with the relation between classical logic and computa-tional systems. For c...
International audienceThis article expands on Curry's work on how to implement the problem of invers...
Abstract. This paper discusses Curry’s work on how to implement the problem of inverse interpolation...
International audienceThis paper discusses Curry's work on how to implement the problem of inverse i...
This paper discusses Curry's work on how to implement the problem of inverse interpolation on the EN...
Conceived in 1943, completed in 1945, and decommissioned in 1955, ENIAC (the Electronic Numerical In...
A complete reconstruction of Lehmer's ENIAC set-up for computing the exponents of p modulo two is gi...
This article explores the entanglement of logic and computing by focusing on the activity of writing...
ENIAC in Action, Making and Remaking the Modern Computer, By Thomas Haigh, Mark Priestley and Crispi...
In 1936 Turing developed the definitive theory of universal classical computers. His motivation was ...
International audienceA complete reconstruction of D.H. Lehmer's ENIAC setup for computing the expon...
Since World War II, state support for scientific research has been assumed crucial to technological ...
Despite the insight of some of the pioneers (Turing, von Neumann, Curry, Böhm), programming the earl...
The first extensive number-theoretical computation run on the ENIAC, is reconstructed. The problem, ...
When designing critical software, great care must be taken to guarantee its correctness. Refactoring...
This thesis is concerned with the relation between classical logic and computa-tional systems. For c...
International audienceThis article expands on Curry's work on how to implement the problem of invers...
Abstract. This paper discusses Curry’s work on how to implement the problem of inverse interpolation...
International audienceThis paper discusses Curry's work on how to implement the problem of inverse i...
This paper discusses Curry's work on how to implement the problem of inverse interpolation on the EN...
Conceived in 1943, completed in 1945, and decommissioned in 1955, ENIAC (the Electronic Numerical In...
A complete reconstruction of Lehmer's ENIAC set-up for computing the exponents of p modulo two is gi...
This article explores the entanglement of logic and computing by focusing on the activity of writing...
ENIAC in Action, Making and Remaking the Modern Computer, By Thomas Haigh, Mark Priestley and Crispi...
In 1936 Turing developed the definitive theory of universal classical computers. His motivation was ...
International audienceA complete reconstruction of D.H. Lehmer's ENIAC setup for computing the expon...
Since World War II, state support for scientific research has been assumed crucial to technological ...
Despite the insight of some of the pioneers (Turing, von Neumann, Curry, Böhm), programming the earl...
The first extensive number-theoretical computation run on the ENIAC, is reconstructed. The problem, ...
When designing critical software, great care must be taken to guarantee its correctness. Refactoring...
This thesis is concerned with the relation between classical logic and computa-tional systems. For c...