File:Antideriv2.png

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Author: Zbigniew Fiedorowicz
Created in Microsoft Excel and Maple
An approximation to the graph of an antiderivative of a pathological, highly non-continuous function, (Example 4). The parametric equation for this graph is

${\displaystyle t\mapsto \left(\sum _{n=1}^{\infty }{\frac {(t-\cos(n))^{1/3}}{2^{n}}},t\right)}$

where ${\displaystyle -1\leq t\leq 1}$.

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• (del) (cur) 16:41, 13 December 2005 . . Fiedorow ( en:User_talk:Fiedorow Talk) . . 483x483 (3870 bytes) (== Summary == Author: Zbigniew Fiedorowicz<br> Created in Microsoft Excel and Maple<br> An approximation to the graph of an en:Antiderivative antiderivative of a pathological, highly non-continuous function, (Example 4). The parametric equation for this graph is :<math)
• (del) (rev) 03:46, 11 December 2005 . . Fiedorow ( en:User_talk:Fiedorow Talk) . . 171x151 (1446 bytes) (Author: Zbigniew Fiedorowicz Created in Microsoft Excel and Paint Shop Pro)

en:Image:Antideriv2.gif