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Fenichel Sámuel-1
Fenichel is a surname. Notable people with this surname include: * Haimi Fenichel (born 1972), Israeli artist * Lilly Fenichel (1927–2016), Austrian-born American painter * Max Fenichel (1885–1942), Austrian photographer * Neil Fenichel, mathematician who introduced the normally hyperbolic invariant manifold * Otto Fenichel Otto Fenichel (; 2 December 1897, Vienna – 22 January 1946, Los Angeles) was an Austrian psychoanalyst of the so-called "second generation". He was born into a prominent family of Jewish lawyers. Education and psychoanalytic affiliations Otto ... (1897–1946), Austrian psychoanalyst * Sámuel Fenichel (1868–1893), Hungarian explorer {{surname, Fenichel ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Haimi Fenichel
Haimi Fenichel (; born 1972) is an Israeli sculptor and installation artist. Biography Haimi Fenichel was named for his uncle, Haim Fenichel, who was killed in the Six-Day War in 1967 and received the a medal of honor after his death. Fenichel studied at Bezalel Academy of Art and Design in Jerusalem and the Academy of Arts, Architecture and Design in Prague. Art career In his exhibit "Mound," Fenichel produces a space that resembles a building site but projects a sense of impending ruin. He plays with materials in a way that creates new combinations and hybrids that are both familiar and alien. The artist says the work is about time and what it is made out of. "Mound" is a combination construction site-archaeological dig created from hardened sand. *2008: #"Bizarre Perfection" in Israel Museum in Jerusalem. #"''Exposición de las obras ganadoras y finalistas del III Concurso de Pintura y Escultura Figurativas''" Foundation Fran Dural, Madrid *2006: #Jerusalem, The Israel Museum ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Lilly Fenichel
Lilly Fenichel (1927–2016), was an American painter who explored abstraction through a wide range of media and approaches, with her various periods linked together by a common emphasis on color harmonies and expressive, often calligraphic gesture. Her earliest work is associated with second-generation Bay Area Abstract Expressionism. Early years Lilly Fenichel was born in Vienna, Austria, to a Jewish family. Her father was a doctor and her mother a fashion designer; the psychoanalyst Otto Fenichel was her uncle. In 1939, following the Nazi invasion of Austria, her family fled the country, going first to the United Kingdom and then to the United States, where they settled in Hollywood. Fenichel studied art at the Chouinard Art Institute (1946–47) and Los Angeles City College (1947–48). She then moved to the San Francisco Bay Area to study at the California School of Fine Arts (1950–52), where she worked with the painters Edward Corbett, Hassel Smith, Elmer Bischoff, and ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Max Fenichel
Max Fenichel (2 July 1885 in Tarnów, Austria-Hungary – 16 September 1942 in the Łódź Ghetto), also known as Maximilian Fenichel and Menasche (or Menasse) Fenichel, was an Austrian photographer. Biography Menasche Fenichel, professionally known as Max Fenichel, moved to Vienna at the beginning of the First World War. He worked as a photographer in Vienna from 1915 to 1938. His first studio was located at Stolzenthalergasse 22 and then from 1917 in Gaullachergasse 13. His wife, Leopoldine (nee Hirsch), had been born in Vienna on 20 February 1893. He shot photos for the daily newspaper ''Die Stunde'' (The Hour) and the magazine ''Die Bühne'' (The Stage). His photojournalism was also published in ''Wiener Illustrierten Zeitung'', ''Mikrophon'', ''Illustrierte Kronen Zeitung'', ''Moderne Welt'', ''Österreichische Illustrierte Zeitung'', ''Radio Wien'', ''Wiener Bilder'' and ''Das interessante Blatt''. Fenichel was a member of the ''Genossenschaft der Photographen in Wien'' ( ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Normally Hyperbolic Invariant Manifold
A normally hyperbolic invariant manifold (NHIM) is a natural generalization of a hyperbolic fixed point and a hyperbolic set. The difference can be described heuristically as follows: For a manifold \Lambda to be normally hyperbolic we are allowed to assume that the dynamics of \Lambda itself is neutral compared with the dynamics nearby, which is not allowed for a hyperbolic set. NHIMs were introduced by Neil Fenichel in 1972. In this and subsequent papers, Fenichel proves that NHIMs possess stable and unstable manifolds and more importantly, NHIMs and their stable and unstable manifolds persist under small perturbations. Thus, in problems involving perturbation theory, invariant manifolds exist with certain hyperbolicity properties, which can in turn be used to obtain qualitative information about a dynamical system.A. Katok and B. Hasselblatt''Introduction to the Modern Theory of Dynamical Systems'', Cambridge University Press (1996), Definition Let ''M'' be a compact sm ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Otto Fenichel
Otto Fenichel (; 2 December 1897, Vienna – 22 January 1946, Los Angeles) was an Austrian psychoanalyst of the so-called "second generation". He was born into a prominent family of Jewish lawyers. Education and psychoanalytic affiliations Otto Fenichel started studying medicine in 1915 in Vienna. Already as a very young man, when still in school, he was attracted by the circle of psychoanalysts around Freud. During the years 1915 and 1919, he attended lectures by Freud, and as early as 1920, aged 23, he became a member of the Vienna Psychoanalytic Society. In 1922, Fenichel moved to Berlin. During his Berlin time, until 1934, he was a member of a group of Socialist and/or Marxist psychoanalysts (with Siegfried Bernfeld, Erich Fromm, Wilhelm Reich, Ernst Simmel, Frances Deri and others). After his emigration – 1934 to Oslo, 1935 to Prague, 1938 to Los Angeles – he organized the contact between the worldwide scattered Marxist psychoanalysts by means of top secret newslet ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |