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» Sequential Continuity of Functions in Constructive Analysis
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MLQ
2000
73views more  MLQ 2000»
13 years 4 months ago
Sequential Continuity of Functions in Constructive Analysis
It is shown, constructively, that the mapping T AT is sequentially continuous with respect to the weak
Douglas S. Bridges, Ayan Mahalanobis
CIE
2006
Springer
13 years 8 months ago
Inverting Monotone Continuous Functions in Constructive Analysis
We prove constructively (in the style of Bishop) that every monotone continuous function with a uniform modulus of increase has a continuous inverse. The proof is formalized, and a...
Helmut Schwichtenberg
CCA
2009
Springer
13 years 11 months ago
Uniqueness, Continuity, and Existence of Implicit Functions in Constructive Analysis
We extract a quantitative variant of uniqueness from the usual hypotheses of the implicit functions theorem. This leads not only to an a priori proof of continuity, but also to an ...
Hannes Diener, Peter Schuster
COORDINATION
2009
Springer
14 years 5 months ago
Exceptionally Safe Futures
A future is a well-known programming construct used to introduce concurrency to sequential programs. Computations annotated as futures are executed asynchronously and run concurren...
Armand Navabi, Suresh Jagannathan
FPCA
1991
13 years 8 months ago
Syntactic Detection of Single-Threading Using Continuations
We tackle the problem of detecting global variables in functional programs. We present syntactic criteria for single-threading which improves upon previous solutions (both syntact...
Pascal Fradet