1,722,234 research outputs found

    1. Südd. Spezialgeschäft für Teppich- und Möbelreinigung, Alois Giulini, Färberei u. Chemische Wasch-Anstalt, München, 32547

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    1. SÜDD. SPEZIALGESCHÄFT FÜR TEPPICH- UND MÖBELREINIGUNG, ALOIS GIULINI, FÄRBEREI U. CHEMISCHE WASCH-ANSTALT, MÜNCHEN, 32547 1. Südd. Spezialgeschäft für Teppich- und Möbelreinigung, Alois Giulini, Färberei u. Chemische Wasch-Anstalt, München, 32547 ( -

    Asymptotic Symmetries of SU(2) Yang-Mills-Higgs Theory in Hamiltonian Formulation

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    We investigate the asymptotic symmetry group of a SU(2)-Yang-Mills theory coupled to a Higgs field in the Hamiltonian formulation. This extends previous work on the asymptotic structure of pure electromagnetism by Henneaux and Troessaert, and on electromagnetism coupled to scalar fields and pure Yang-Mills fields by Tanzi and Giulini. We find that there are no obstructions to global electric and magnetic charges, though that is rather subtle in the magnetic case. Again it is the Hamiltionian implementation of boost symmetries that need a careful and technically subtle discussion of fall-off and parity conditions of all fields involved.Comment: 49 page

    F_R_0020/Giulini

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    Carlo-Maria Giulini

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    Primer pla de Carlo-Maria Giulini dirigint en una actuaci

    Actuació Carlo-Maria Giulini i Los Angeles Philarmonie Orchestra

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    Pla de conjunt de Carlo-Maria Giulini, dirigint l'orquestr

    Gisella Lanz-Giulini (1885–1980)

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    In dem folgenden Beitrag tritt eine Mannheimer Frauengestalt und Persönlichkeit in den Vordergrund, deren wechselvolles Leben sich vom ausgehenden 19. bis weit in die zweite Hälfte des 20. Jahrhunderts erstreckt: Gisella Lanz-Giulini, italienischer Abstammung, Angehörige des Großbürgertums, Fabrikantengattin, Oststadtbewohnerin und Bauherrin. Bildnisse und Architekturen geben einen Einblick in ihre Lebensabschnitte in Mannheim von 1885 bis 1931 und von 1957 bis 1973. Diese werden zwischen 1931 und 1957 durch den Aufenthalt auf dem familieneigenen Anwesen Schloss Marbach in Öhningen-Wangen am Bodensee und durch eine vorübergehende Wohnzeit in Heidelberg unterbrochen

    Singular characters and their Lp-norms on classical Lie groups

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    We show that the Weyl's characters formula takes a particular form in the case of representations whose maximal weight is singular. This formula enables us to prove the following statement. Let G be a compact connected Lie group such that the complexification of its Lie algebra is a direct sum of its center with classical Lie algebras; then there exists a sequence {λ_n} in the dual object G such that their dimension tends to infinity, tends to infinity and the L^p norm of their characters is uniformly bounded

    UC-sets in the dual object of compact group

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    In this paper we extend the notion of UC-set to non-Abelian compact groups and prove some characterization which generalize well-known result; as a consequence we are able to prove that any compact group contains UC-sets in great profusione and that UC-sets and central UC-sets coincide. Moreover we study UC-sets over SU2, giving a concrete example and showing that the union problem has a negative answer in the non-Abelian case

    Concepts of Symmetry in the Work of Wolfgang Pauli

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    "Symmetry" was one of the most important methodological themes in 20th-century physics and is probably going to play no lesser role in physics of the 21st century. As used today, there are a variety of interpretations of this term, which differ in meaning as well as their mathematical consequences. Symmetries of crystals, for example, generally express a different kind of invariance than gauge symmetries, though in specific situations the distinctions may become quite subtle. I will review some of the various notions of "symmetry" and highlight some of their uses in specific examples taken from Pauli's scientific oevre. This paper is based on a talk given at the conference "Wolfgang Pauli's Philosophical Ideas and Contemporary Science", May 20.-25. 2007, at Monte Verita, Ascona, Switzerland
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