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» Sequential Continuity of Functions in Constructive Analysis
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MLQ
2000
73views more  MLQ 2000»
13 years 7 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 11 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
14 years 2 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 8 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 11 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