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| Also defines: |
van der Waerden function |
This object's parent.
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Cross-references: nowhere differentiable, even, size, segments, divide, right, integer, interior, point, dense in, limit, converges uniformly, Weierstrass M-test, graph, periodic extension, entire, domain, series, strictly, Baire category theorem, countable, monotone, ranges, countably infinite, rational numbers, endpoints, rational, nowhere dense, closed, union, subset, sup norm, metric space, complete, monotonic functions, function, counterexample, support, subinterval, monotonic, clear, interval, unit, continuous function
There is 1 reference to this entry.
This is version 16 of continuous nowhere monotonic function, born on 2005-01-31, modified 2007-09-22.
Object id is 6690, canonical name is ThereAreContinuousFunctionsInTheInterval01WhichAreNotMonotonicAtAnySubinterval.
Accessed 1490 times total.
Classification:
| AMS MSC: | 54E52 (General topology :: Spaces with richer structures :: Baire category, Baire spaces) |
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Pending Errata and Addenda
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