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7

ENTCS
2008

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Notions of Probabilistic Computability on Represented Spaces

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Notions of Probabilistic Computability on Represented Spaces

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: We define and compare several probabilistic notions of computability for mappings from represented spaces (that are equipped with a measure or outer measure) into computable metric spaces. We thereby generalize definitions by [Ko 1991] and Parker (see [Parker 2003, Parker 2005, Parker 2006]), and furthermore introduce the new notion of computability in the mean. Some results employ a notion of computable measure that originates in definitions by [Weihrauch 1999] and [Schr

Volker Bosserhoff

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Computability | Computable | Computable Metric Spaces | ENTCS 2008 |

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Added	10 Dec 2010
Updated	10 Dec 2010
Type	Journal
Year	2008
Where	ENTCS
Authors	Volker Bosserhoff

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