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- Möbius_transform abstract "The Möbius transform should not be confused with Möbius transformations.In mathematics, the Möbius transform Tf of a function f defined on the positive integers is defined bywhere μ is the classic Möbius function. In more common usage, the function Tf is called the Möbius inverse of f.(The notation d | n means d is a divisor of n.)This function is named in honor of August Ferdinand Möbius.The transform takes multiplicative functions to multiplicative functions. On Dirichlet series generating functions it corresponds to division by the Riemann zeta function.".
- Möbius_transform wikiPageID "401776".
- Möbius_transform wikiPageRevisionID "543511242".
- Möbius_transform subject Category:Number_theory.
- Möbius_transform subject Category:Transforms.
- Möbius_transform comment "The Möbius transform should not be confused with Möbius transformations.In mathematics, the Möbius transform Tf of a function f defined on the positive integers is defined bywhere μ is the classic Möbius function. In more common usage, the function Tf is called the Möbius inverse of f.(The notation d | n means d is a divisor of n.)This function is named in honor of August Ferdinand Möbius.The transform takes multiplicative functions to multiplicative functions.".
- Möbius_transform label "Möbius transform".
- Möbius_transform label "Transformada de Möbius".
- Möbius_transform label "Transformée de Möbius".
- Möbius_transform sameAs M%C3%B6bius_transform.
- Möbius_transform sameAs Transformada_de_Möbius.
- Möbius_transform sameAs Transformée_de_Möbius.
- Möbius_transform sameAs Q3537574.
- Möbius_transform sameAs Q3537574.
- Möbius_transform wasDerivedFrom Möbius_transform?oldid=543511242.