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An Everywhere Continuous Nowhere Differentiable Function, interesting proof by John McCarthy (stanford.edu)
7 points by hhm on Dec 5, 2007 | hide | past | favorite | 2 comments


Another funny excercise: Find a function which is continuous at all irrational numbers and non-continuous at all rational numbers.


Nice - the proof that almost all Brownian motion paths have this property is much uglier




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