Modular group
Modular group In mathematics, the modular group Γ (Gamma) is a group that is a ...
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Talk:Modular group
Talk:Modular group Figures? Mtaub I can add a lot ... think the article title should just be "Modular group" rather than "Modular group Gamma", the standard notation can ...
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Fuchsian group
Fuchsian group In mathematics, a Fuchsian group is a particular type of group of isometries of the hyperbolic plane. A Fuchsian group is always a discrete group, and thus is a lattice in ...
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Hilbert modular form
Hilbert modular form In mathematics, a Hilbert modular form is a generalization of the elliptic modular forms, to functions of two or more ... the ring of integers of F. The group $GL\_2^+(\backslash mathfrak\{O\})$ is called the full Hilbert modular group. For every element $z\; =\; (\; ...$
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Möbius transformation
... set of all Möbius transformations forms a group under composition called the Möbius group. Möbius transformations are named in honor of ... or fractional linear transformations. Overview The Möbius group is the automorphism group of the Riemann sphere, sometimes denoted group form the automorphism groups of the ...
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List of mathematics articles (M-O)
... Map (mathematics) -- Map projection -- Mapping -- Mapping class group -- Mapping cone -- Mapping cylinder -- Mapping torus -- Marcinkiewicz ... Mathematisches Forschungsinstitut Oberwolfach -- Mathie -- Mathieu function -- Mathieu group -- MathML -- MathWorld -- Matiyasevich's theorem -- Matrix addition ... Matrix congruence -- Matrix decomposition -- Matrix exponential -- Matrix group -- Matrix inversion -- Matrix (mathematics) -- Matrix method -- Matrix ... Mertens function -- Mertens' theorems -- Meta-analysis -- Metabelian group -- Metabiaugmented dodecahedron -- Metabiaugmented hexagonal prism -- Metabiaugmented truncated ... diminished rhombicosidodecahedron -- Metaheuristic -- Metalanguage -- Metalogic -- Metamathematics -- Metaplectic group -- Metaplectomorphism -- Metastability -- Method of analytic tableaux -- ...
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Congruence subgroup
... mathematics, a congruence subgroup of a matrix group with integer entries is a subgroup defined ... entries are even. In general given a group such as the special linear group SL(n, Z) we can reduce the entries to modular arithmetic in Z/NZ for any N ... talking then about a subgroup of the modular group (up to the quotient by { ...
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Function theta   (translated from French)
... fields, including the theories of abelian varieties, modular spaces, and them quadratic forms . They were ... be used to define a variety of modular forms , and for paramètrer certain curves; in ... describe how the functions théta transform under modular group. That is to say Gamma \left(\frac{s}{2} \right) \pi^{- ...
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Hypergeometric differential equation
... matrices $\backslash Phi\_0\; =\; \backslash left(\; \backslash begin\{matrix\}\; \backslash frac\{\backslash$Gamma(c)\Gamma(c-a-b)}{\Gamma(c-a)\Gamma(c-b)} \; & \; \frac{\Gamma(c)\Gamma(a+b-c)}{\Gamma( ...
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List of mathematics articles (G-I)
... Galois cohomology -- Galois connection -- Galois extension -- Galois group -- Galois module -- Galois theory -- Galton-Watson process ... Game of logic -- Game semantics -- Game theory -- Gamma distribution -- Gamma function -- Gamma matrices -- Gamma process -- Gamma variate -- Gant's Augmentation -- ...
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