ON THE BOX DIMENSION FOR A CLASS OF NONAFFINE FRACTAL INTERPOLATION FUNCTIONS
ON THE BOX DIMENSION FOR A CLASS OF NONAFFINE FRACTAL INTERPOLATION
FUNCTIONS
L.Dalla;V.Drakopoulos;M.Prodromou
【期刊名称】《分析、理论与应用(英文版)》 【年(卷),期】2003(019)003
【摘要】We present lower and upper bounds for the box dimension of the graphs of certain nonaffine fractal interpolation functions by generalizing the results that hold for the affine case. 【总页数】14页(220-233)
【关键词】Fractal;Box dimension;Iterated function system 【作者】L.Dalla;V.Drakopoulos;M.Prodromou
【作者单位】University of Athens, Grace;University of Athens, Grace;University of Athens, Grace 【正文语种】中文 【中图分类】O1 【相关文献】
1.ON A CLASS OF BESICOVITCH FUNCTIONS TO HAVE EXACT BOX DIMENSION:A NECESSARY AND SUFFICIENT CONDITION [J], Zhou Songping; He Guolong
2.Box Dimension of Weyl Fractional Integral of Continuous Functions with Bounded Variation [J], Lei Mu; Kui Yao; Yongshun Liang; Jun
ON THE BOX DIMENSION FOR A CLASS OF NONAFFINE FRACTAL INTERPOLATION FUNCTIONS
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