Weierstrass function
In mathematics, the Weierstrass function is an example of a real-valued function that is continuous everywhere but differentiable nowhere. It is an example of a fractal curve. It is named after its discoverer Karl Weierstrass.
known for
Wikipage disambiguates
Absolute continuityBlancmange curveCharles HermiteConditioning (probability)Continuous, nowhere differentiable functionContinuous everywhere differentiable nowhereContinuous functionDerivativeDifferentiable functionElliott wave principleExceptional objectFoundations of mathematicsFractalFractal curveHedgehog (geometry)Higuchi dimensionHölder conditionKarl WeierstrassKoch snowflakeLeopold KroneckerList of disproved mathematical ideasList of fractals by Hausdorff dimensionList of incomplete proofsList of mathematical examplesList of mathematical functionsList of mathematical jargonList of mathematical shapesList of probabilistic proofs of non-probabilistic theoremsList of real analysis topicsList of special functions and eponymsList of things named after Karl WeierstrassList of types of functionsMathematical analysisMathematical logicNowhere Differentiable FunctionNowhere continuous functionNowhere differentiable functionPathological (mathematics)Real analysisScientific phenomena named after people
Link from a Wikipage to another Wikipage
known for
primaryTopic
Weierstrass function
In mathematics, the Weierstrass function is an example of a real-valued function that is continuous everywhere but differentiable nowhere. It is an example of a fractal curve. It is named after its discoverer Karl Weierstrass.
has abstract
Em matemática, a função de Wei ...... tínuas com a norma do supremo.
@pt
En matemàtiques, la funció de ...... n un conjunt de punts aïllats.
@ca
Funkcja Weierstrassa – pierwsz ...... a odkrywcy, Karla Weierstraßa.
@pl
In der Mathematik bezeichnet m ...... eierstraß-Funktion bezeichnet.
@de
In matematica, la funzione di ...... di punti isolati del dominio.
@it
In mathematics, the Weierstras ...... days known as fractal curves).
@en
La fonction de Weierstrass, au ...... té améliorées par G. H. Hardy.
@fr
La función de Weierstrass es u ...... imensión fractal superior a 1.
@es
Weierstrass funtzioa Karl Weie ...... fraktala 1 baino handiagoa da.
@eu
Weierstrassfunktionen skapades ...... ett udda heltal större än 1 .
@sv
Link from a Wikipage to an external page
Wikipage page ID
page length (characters) of wiki page
Wikipage revision ID
1,016,055,836
Link from a Wikipage to another Wikipage
id
WeierstrassFunction
@en
title
Weierstrass function
@en
wikiPageUsesTemplate
type
comment
Em matemática, a função de Wei ...... da a apresentar tal patologia.
@pt
En matemàtiques, la funció de ...... n un conjunt de punts aïllats.
@ca
Funkcja Weierstrassa – pierwsz ...... a odkrywcy, Karla Weierstraßa.
@pl
In der Mathematik bezeichnet m ...... bekannt.Die überraschende Kon
@de
In matematica, la funzione di ...... di punti isolati del dominio.
@it
In mathematics, the Weierstras ...... s discoverer Karl Weierstrass.
@en
La fonction de Weierstrass, au ...... té améliorées par G. H. Hardy.
@fr
La función de Weierstrass es u ...... imensión fractal superior a 1.
@es
Weierstrass funtzioa Karl Weie ...... fraktala 1 baino handiagoa da.
@eu
Weierstrassfunktionen skapades ...... ett udda heltal större än 1 .
@sv
label
Fonction de Weierstrass
@fr
Funció de Weierstrass
@ca
Función de Weierstrass
@es
Funkcja Weierstrassa
@pl
Funzione di Weierstrass
@it
Função de Weierstrass
@pt
Weierstrass function
@en
Weierstrass funtzioa
@eu
Weierstrassfunktionen
@sv
Weierstrassova funkce
@cs