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bn:02497703n

Noun Named Entity

Categories: Lie groups, Conformal geometry, Kleinian groups, Conformal mapping, Riemann surfaces

Möbius transformation Mobius Transformation Moebius Transformation circular transform elliptic transform

In geometry and complex analysis, a Möbius transformation of the complex plane is a rational function of the form of one complex variable z; here the coefficients a, b, c, d are complex numbers satisfying ad − bc ≠ 0. Wikipedia

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A particular rational function in geometry and complex analysis Wikipedia Disambiguation

Particular rational function in geometry and complex analysis Wikidata

DIFFERENT FROM

Möbius inversion formula

SAID TO BE THE SAME AS

homography

STUDIED BY

category theory

Wikipedia

Möbius transformation

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Möbius transformation

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circular transform, elliptic transform, GL(2,C), homographic transformations, Hyperbolic transform, Loxodromic transform, Mobius group, Mobius mapping, Mobius tranformation, Mobius Transformation, Mobius transformation, Mobius transformation/Proofs, Mobius transformation article proofs, Mobius transformations, Mobuis Transformation, Moebius group, Moebius transformation, Moebius Transformation, Moebius transformation/Proofs, Moebius transformation article proofs, Moebius transformations, Möbius group, Möbius map, Möbius Transformation, Möbius transformation/Proofs, Möbius transformation article proofs, Möbius transformations, parabolic element, parabolic transform, PGL(2,C), PSL(2,C), PSL2(C), SL(2,C), SL2(C)