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| Definition | : | Weierstrass function |
| Category | : | Academic & Science » Mathematics |
| Country/ Region |
: | Worldwide
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Weierstrass function (W) is an example of a continuous function that is nowhere differentiable. It is a function that is smooth and continuous, but its slope and tangent at any point do not exist.
Weierstrass function is named after the German mathematician Karl Weierstrass, who first introduced the function in the 19th century
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Width
Units
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West
Language & Linguistics
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Watt
Units
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Work
Physics
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Weight
Physics
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Women
Language & Linguistics
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Tungsten
Chemistry
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Tryptophan
Biochemistry
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Wayfair Inc.
NYSE
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The full form of W is Weierstrass function
Width | West | Watt | Work | Weight | Women | Tungsten | Weierstrass function
Width | West | Watt | Work | Weight | Women | Tungsten | Tryptophan | Weierstrass function