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7

EUSFLAT
2003

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Nearness and uniform convergence

13 years 6 months ago

Nearness and uniform convergence

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Nearness (a fuzzy nearness) is a fuzzy relation that can be used to model various grades of “being close” in a linear space. We study the uniform convergence of a sequence of functions with values in a space equipped with a nearness relation. The uniform convergence for the mappings into a space with a fuzzy nearness is deﬁned and it is shown that a theorem similar to Moore-Osgood theorem for crisp case holds.

Vladimír Janis

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Added	31 Oct 2010
Updated	31 Oct 2010
Type	Conference
Year	2003
Where	EUSFLAT
Authors	Vladimír Janis

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