In calculus, the Abel–Dini–Pringsheim theorem is a convergence test which constructs from a divergent series a series that diverges more slowly, and from...

the implicit function theorem. Ulisse Dini (1845–1918) generalized the real-variable version of the implicit function theorem to the context of functions...

theorem for vector spaces (vector spaces, linear algebra) Dini's theorem (analysis) Dirac's theorems (graph theory) Dirichlet's approximation theorem...

Dini. In 1918, Carathéodory gave a different proof based on the Lebesgue integral. In mathematical analysis, Schwarz's theorem (or Clairaut's theorem...

1103/RevModPhys.81.1. ISSN 0034-6861. S2CID 18436180. Martínez, I. A.; Roldán, É; Dinis, L.; Petrov, D.; Parrondo, J. M. R.; Rica, R. A. (January 2016). "Brownian...

Archived from the original on December 10, 2018. Retrieved December 9, 2018. Dini, Paul; Kidd, Chipp (1998). Batman Animated. New York: HarperEntertainment...

Moving 1-soliton: Dini's surface Breather solution: Breather surface 2-soliton: Kuen surface Hilbert's theorem (differential geometry) Dini's surface Gabriel's...

and contractions Concave moduli and Lipschitz approximation Dini–Lipschitz criterion Dini–Lipschitz test "Rudolf Lipschitz - Biography". McElroy, Tucker...

limits (but see Gibbs phenomenon). The Dirichlet–Dini Criterion (see Dirichlet conditions and Dini test) states that: if ƒ is 2π–periodic, locally integrable...

provided that f be of bounded variation in a closed neighborhood of t (cf. Dini test), the value of f at t be taken to be the arithmetic mean of the left...

neighborhood of the point x {\displaystyle x} where the limit is taken. Dini test Dirichlet (1829), "Sur la convergence des series trigonometriques qui...

then there is a dense subset of its domain on which at least one of its Dini derivatives is infinite. This applies in particular to the nowhere-differentiable...

"Ulisse Dini" and Coordinator of the graduate program in mathematics (PhD Doctoral Studies). He was a visiting scientist, among others, the Collège de France...

In the mathematical field of analysis, a well-known theorem describes the set of discontinuities of a monotone real-valued function of a real variable;...

Stochastic process that is a continuous function of time or index parameter Dini continuity Direction-preserving function - an analogue of a continuous function...

history of all these machines can be seen in an article by H. J. M. Bos. Dini's surface Hyperbolic functions for tanh, sech, csch, arcosh Natural logarithm...

giving early expositions of Galois theory. He also discovered Betti's theorem, a result in the theory of elasticity. Betti was born in Pistoia, Tuscany...

Hankel, Gaston Darboux, Giulio Ascoli, Henry John Stephen Smith, Ulisse Dini, Vito Volterra, Paul David Gustav du Bois-Reymond and Carl Gustav Axel Harnack...

Hankel, Gaston Darboux, Giulio Ascoli, Henry John Stephen Smith, Ulisse Dini, Vito Volterra, Paul David Gustav du Bois-Reymond and Carl Gustav Axel Harnack...

metric spaces and domains. Continuity (mathematics) Absolute continuity Dini continuity Equicontinuity Geometric continuity Parametric continuity Classification...

Consortium is based in Florence, at the Department of Mathematics "Ulisse Dini". The President of the consortium is the mathematician Enrico Giusti. One...

specialized convergence tests, for instance for Fourier series there is the Dini test. A series of real- or complex-valued functions ∑ n = 0 ∞ f n ( x ) {\displaystyle...

scientific meetings. He also proved a significant part of the Abel–Dini–Pringsheim theorem, a convergence test for a series in which the nth term is divided...

(b-a)\omega (|P|).} For an example of use in the Fourier series, see Dini test. Steffens (2006, p. 160) attributes the first usage of omega for the...

"Scheda Personale | DiMaI - Dipartimento di Matematica e Informatica "Ulisse Dini"". math.unifi.it. Retrieved 21 July 2016. "Intervista a Enrico Giusti | per...

uniquely up to rigid transformations. There is a theorem, sometimes called the fundamental theorem of surfaces, that if a pair of matrix-valued bilinear...

Korbinian Brodmann (born 1868), German neurologist. October 28 – Ulisse Dini (born 1845), Italian mathematician. November 3 – Aleksandr Lyapunov (born...

Naturalis (1558), which dealt with alchemy, magic, and natural philosophy Ulisse Dini (1845–1918), mathematician and politician whose most important work was on...

(collections from the directors Enrico Betti, Alessandro d'Ancona, Ulisse Dini, Luigi Bianchi and Gilberto Bernardini), but also from gifts or purchases:...

Francesco de Vico (1805–1848), astronomer, discovered a number of comets, including periodic comets 54P/de Vico-Swift-NEAT and 122P/de Vico Ulisse Dini (1845–1918)...