Lipschitz information

In mathematical analysis, Lipschitz continuity, named after German mathematician Rudolf Lipschitz, is a strong form of uniform continuity for functions...

Lipschitz, Lipshitz, or Lipchitz, is an Ashkenazi Jewish (Yiddish/German-Jewish) surname. The surname has many variants, including: Lifshitz (Lifschitz)...

Cauchy–Lipschitz theorem Lipschitz domain Lipschitz quaternion Lipschitz continuity Uniform, Hölder and Lipschitz continuity Lipschitz distance Lipschitz-continuous...

In mathematics, a Lipschitz domain (or domain with Lipschitz boundary) is a domain in Euclidean space whose boundary is "sufficiently regular" in the sense...

periodicity. The class of Lipschitz groups (a.k.a. Clifford groups or Clifford–Lipschitz groups) was discovered by Rudolf Lipschitz. In this section we assume...

In mathematics, the Dini and Dini–Lipschitz tests are highly precise tests that can be used to prove that the Fourier series of a function converges at...

Ralph Lauren (/ˈlɔːrən/; LOR-ən; né Lifshitz; born October 14, 1939) is an American fashion designer, philanthropist, and billionaire businessman, best...

was completed after his death. Jacques Lipchitz was born Chaim Jacob Lipschitz, in a Litvak family, son of a building contractor in Druskininkai, Lithuania...

Hurwitz (1919). A Lipschitz quaternion (or Lipschitz integer) is a quaternion whose components are all integers. The set of all Lipschitz quaternions L =...

Yisrael Lifschitz (Hebrew: ישראל ליפשיץ‏; 1782–1860) was a leading 19th-century Ashkenazi rabbi, first in Dessau and then in the Jewish Community of Danzig...

the k-Lipschitz functions, the moduli ω(t) := ktα describe the Hölder continuity, the modulus ω(t) := kt(|log t|+1) describes the almost Lipschitz class...

In Lipschitz and Another NNO v Wolpert and Abrahams an important case in South African law, the auditors of a company in liquidation were sued under section...

Forbes Lipschitz is an academic who studies the role of design in making industrial farming ecologically and socially productive. She is an associate...

Imre Lakatos (UK: /ˈlækətɒs/, US: /-toʊs/; Hungarian: Lakatos Imre [ˈlɒkɒtoʃ ˈimrɛ]; 9 November 1922 – 2 February 1974) was a Hungarian philosopher of...

mathematical analysis, including balls, completeness, as well as uniform, Lipschitz, and Hölder continuity, can be defined in the setting of metric spaces...

_{y\sim \nu }[f(y)]} where ‖ ⋅ ‖ L {\displaystyle \|\cdot \|_{L}} is the Lipschitz norm. A proof can be found in the main page on Wasserstein metric. By...

(1996). He and his wife Mitzi McCall played Capt. Harry Lipschitz and Mrs. Frannie Lipschitz on the long-running series Silk Stalkings. Brill and McCall...

{\displaystyle \alpha } . Suppose α {\displaystyle \alpha } satisfies some local Lipschitz condition, i.e., for t ≥ 0 {\displaystyle t\geq 0} and some compact set...

The CLEVER (Cross Lipschitz Extreme Value for nEtwork Robustness) score is a way of measuring the robustness of an artificial neural network towards adversarial...

stay with the show for its duration, was Charlie Brill as Captain Harry Lipschitz. Brill went on to appear in the most episodes of any actor, 129, ahead...

= 1 {\displaystyle \alpha =1} is referred to as Lipschitz continuity. That is, a function is Lipschitz continuous if there is a constant K such that the...

is a local Lipschitz constant for the gradient ∇ f {\displaystyle \nabla f\,} near the point x {\displaystyle \mathbf {x} } (see Lipschitz continuity)...

Samaritan Temple on Mt Gerizim in Light of Archaeological Evidence,' in Oded Lipschitz, Gary N. Knoppers, Rainer Albertz (eds.) Judah and the Judeans in the...

theory, integration by substitution is used with Lipschitz functions. A bi-Lipschitz function is a Lipschitz function φ : U → Rn which is injective and whose...