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In geometria, una trasformazione di Möbius è una funzione dove e sono numeri complessi con . La funzione è definita sulla sfera di Riemann, ed è un ingrediente fondamentale della geometria proiettiva ...
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La geometria riemanniana è una branca della geometria differenziale che studia le varietà riemanniane. Una varietà riemanniana è un oggetto matematico che modellizza la nozione di "spazio curvo" di di ...
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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 Möb ...
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Gustav Roch (December 9, 1839 - November 21, 1866) was a German mathematician who made significant contributions to the theory of Riemann surfaces in a career that was prematurely curtailed at the age ...
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The German mathematician Bernhard Riemann (1826–1866) is the eponym of many things.Cauchy–Riemann equationsFree Riemann gas also called primon gasMeasurable Riemann mapping theoremRiemann bilinear rel ...
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John Brian Conrey is an American mathematician and the executive director of the American Institute of Mathematics. His research interests are in number theory, specifically analysis of L-functions an ...
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In mathematics, a Lefschetz pencil is a construction in algebraic geometry considered by Solomon Lefschetz, used to analyse the algebraic topology of an algebraic variety V. A pencil is a particular k ...
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Leo Reino Sario (18 May 1916, Lieksa – 15 August 2009, Santa Monica, California) was a Finnish-born mathematicianwho worked on complex analysis and Riemann surfaces.After service as a Finnish artiller ...
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En geometría, el empaquetamiento de círculos se refiere al estudio del arreglo de círculos de tamaños iguales o diversos en una superficie, de tal manera que no ocurran solapamientos y de modo que tod ...
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En matem?ticas, la suma de Riemann es un m?todo de integraci?n num?rica que nos sirve para calcular el valor de una integral definida, es decir, el ?rea bajo una curva, este m?todo es muy ?til cuando ...
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