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|Title:||A strong form of almost differentiability|
|Abstract:||We present a uniformization of Reeken's macroscopic differentiability (see ), discuss its relations to uniform differentiability (see ) and classical continuous differentiability, prove the corresponding chain rule, Taylor's theorem, mean value theorem, and inverse mapping theorem. An attempt to compare it with the observability (see [1, 4]) is made too. © 2009 Springer Science+Business Media, Inc.|
|Appears in Collections:||DMat - Artigos|
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