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Find link is a tool written by Edward Betts .
searching for Möbius transformation 10 found (90 total)
alternate case: möbius transformation
Douady–Earle extension
(2,846 words)
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side with a Möbius transformation preserving the unit circle the extension is also obtained by composition with the same Möbius transformation . If the homeomorphism
Zhegalkin polynomial
(5,151 words)
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10)\\f(111)\end{pmatrix}}} which N. J. Wildberger calls a Boole–Möbius transformation . Below is shown the “XOR spreadsheet” form of the transformation
Planar Riemann surface
(5,211 words)
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Möbius transformation to move the point to infinity; or the Riemann sphere less a closed interval parallel to the real axis. After applying a Möbius transformation
Beltrami equation
(10,901 words)
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a conjugate Möbius transformation g such that h ∘ R = g ∘ h where R denotes reflection in |z| = r. Composing with a Möbius transformation that fixes the
Schwarz triangle
(10,972 words)
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added around the given vertex. This can be visualized by using a Möbius transformation to map the upper half plane to the unit disk and the vertex to the
Wrapped Cauchy distribution
(2,032 words)
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1080/01621459.1978.10480031. JSTOR 2286549. P. McCullagh (1996). "Möbius transformation and Cauchy parameter estimation". Annals of Statistics. 24 (2):
Radó–Kneser–Choquet theorem
(1,310 words)
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_{\overline {z}}F_{f}(a)|^{2}.}} On the other hand, that g is a Möbius transformation preserving the unit circle and the unit disk, F f ∘ g = F f ∘ g
Schoenflies problem
(4,226 words)
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can be applied to the outside of the smooth curve, after applying Möbius transformation to map it into the finite part of the plane and ∞ to 0. In this
Invariant convex cone
(3,539 words)
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Earle–Hamilton fixed point theorem and its variants. In fact a Möbius transformation f taking {z: ||z|| < 1, zt = z} into a compact subset has a unique
Tau function (integrable systems)
(6,688 words)
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{\displaystyle r=2} and n = 3 {\displaystyle n=3} . By applying a Möbius transformation to the variable z {\displaystyle z} , two of the finite poles may