摘要
Hardin and Massopust([1])introduced a class of fractal interpolation functions and calculated their Bouligand dimensions.This paper deals with the non-differentiability of these functions and shows some conditions under which they are nowhere differentiable.The basic technique here is based on the presentation the author obtains.
作者
Chen Shirong
陈世荣(Department of Physics,Wshan University,Wuhan 430072.China)
基金
supported by NNSF of China
