Maurice "Mucki" Banach (9 October 1967 – 17 November 1991) was a German professional footballer who played as a forward. Born in Münster, Banach was the...

Eduard Helly. Maurice René Fréchet was the first to use the term "Banach space" and Banach in turn then coined the term "Fréchet space". Banach spaces originally...

player Łukasz Banach, birth name of Norman Leto (born 1980), Polish artist in the fields of painting, film, and new media Maurice Banach, German footballer...

striker. Eileen Agar, 91, British-Argentinian painter and photographer. Maurice Banach, 24, German footballer, traffic collision. Smead Jolley, 89, American...

Samir Guesmi, French actor Toni Braxton, American R&B singer October 9 Maurice Banach, German footballer (d. 1991) Eddie Guerrero, Mexican-American professional...

Allofs (Fortuna Düsseldorf) Wynton Rufer (SV Werder Bremen) 14 goals Maurice Banach (1. FC Köln) 13 goals Souleyman Sané (SG Wattenscheid 09) 12 goals Hans-Jörg...

Bayreuth Alemannia Aachen SpVgg Unterhaching Matches played 380 Top goalscorer Maurice Banach (21 goals) Average attendance 7,398 ← 1988–89 1990–91 →...

Falko Götz 11 1990–91 Bundesliga 34 13 11 10 50 43 7 37 7 21,235 RU ¤ Maurice Banach 13 1991–92 Bundesliga 38 13 18 7 58 41 17 44 4 23,105 R3 Frank Ordenewitz...

Sané SC Freiburg 21 1988–89 Sven Demandt Fortuna Düsseldorf 35 1989–90 Maurice Banach Wattenscheid 09 22 1990–91 Michael Tönnies MSV Duisburg 29 1991–92 Michael...

Fréchet spaces, named after Maurice Fréchet, are special topological vector spaces. They are generalizations of Banach spaces (normed vector spaces that...

struggles after the accidental death of the German Bundesliga player Maurice Banach. Over time he thereby became known as "FC pastor" nationally. As a diocesan...

accident involving Maurice Banach, a former player in the A-Youth squad of Borussia Dortmund, before the emergency services arrived. Banach had played for...

space is a complete metric space. A Hilbert space is a special case of a Banach space. The earliest Hilbert spaces were studied from this point of view...

7 Pierre Littbarski (c) CM 11 Ralf Sturm  60' CF 5 Falko Götz CF 9 Maurice Banach Substitutes: MF 13 Horst Heldt  59' MF 14 Andrzej Rudy  96' Manager:...

Kuratowski embedding allows one to view any metric space as a subset of some Banach space. It is named after Kazimierz Kuratowski. The statement obviously holds...

book was most likely originally suggested by Stefan Banach's wife, Łucja Banach. Stefan or Łucja Banach purchased a large notebook and left it with the proprietor...

Bundesliga 4th DFB-Pokal Third round Top goalscorer League: Frank Ordenewitz (11) All: Frank Ordenewitz Maurice Banach Henri Fuchs (11) ← 1990–91 1992–93 →...

of a convex local base for the zero vector is strong enough for the Hahn–Banach theorem to hold, yielding a sufficiently rich theory of continuous linear...

and the non-measurable sets postulated by the Hausdorff paradox and the Banach–Tarski paradox. For certain purposes, it is useful to have a "measure" whose...

for three days before finally dying from his injuries on October 31. Maurice Banach 1967 1991 24 years German footballer car Opel Omega Kombi Autobahn near...

Fréchet derivative is a derivative defined on normed spaces. Named after Maurice Fréchet, it is commonly used to generalize the derivative of a real-valued...

frequently assumes the space of values is a topological vector space, often a Banach or Hilbert space with a specified natural sigma algebra of subsets. Let...

in Rd, is compact. When T is a compact linear operator from a Banach space X to a Banach space Y, its transpose T ∗ is compact from the (continuous) dual...

Berlin 1942). Banach 2013, p. 64. Andrew Mollo, Uniforms of the SS, vol. 5: "Sicherheitsdienst und Sicherheitspolizei 1931–1945" Banach, Jens (2013)....

Kurt Vonnegut. University of South Carolina Press. ISBN 978-0-87249-722-1. Banach, Je (11 April 2013). "Laughing in the Face of Death: A Vonnegut Roundtable"...

topological space; this follows from the Tychonoff theorem. A subset of the Banach space of real-valued continuous functions on a compact Hausdorff space is...

metric spaces. A K-Lipschitz map for K < 1 is called a contraction. The Banach fixed-point theorem states that if M is a complete metric space, then every...

(1874–1957) Ludwig Sylow (1832–1918), group theory Axel Thue (1863–1922) Stefan Banach (1892–1945), functional analysis Bronisław Knaster (1893–1980) Kazimierz...

{\displaystyle n} -dimensional Euclidean space or more abstract spaces such as Banach spaces. For a stochastic process X : Ω → S T {\displaystyle X\colon \Omega...

Gowers (born 1963), mathematician, Fields Medal winner, combinatorics, Banach space G. H. Hardy (1877–1947), mathematician; A Mathematician's Apology...