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31.
  • Conformal transformation pr... Conformal transformation properties of the supercurrent in four-dimensional supersymmetric theories
    Erdmenger, Johanna; Rupp, Christian; Sibold, Klaus Nuclear physics. B, 10/1998, Volume: 530, Issue: 1
    Journal Article
    Peer reviewed
    Open access

    We investigate the superconformal transformation properties of Green functions with one or more insertions of the supercurrent in N = 1 supersymmetric quantum field theories. These Green functions ...
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32.
  • Alteration of substrate aff... Alteration of substrate affinities and specificities of the Chlorella hexose/H+ symporters by mutations and construction of chimeras
    Will, A. (Universitat Regensburg, Regensburg, Germany.); Grassl, R; Erdmenger, J ... The Journal of biological chemistry, (8 May 1998), 1998-May-08, Volume: 273, Issue: 19
    Journal Article
    Peer reviewed
    Open access

    The cDNAs HUP1 and HUP2 of Chlorella kessleri code for monosaccharide/H+ symporters that can be functionally expressed in Schizosaccharomyces pombe. By random mutagenesis three HUP1 mutants with an ...
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33.
  • Superconformal transformati... Superconformal transformation properties of the supercurrent: II: Abelian gauge theories
    Erdmenger, Johanna; Rupp, Christian; Sibold, Klaus Nuclear physics. B, 01/2000, Volume: 565, Issue: 1
    Journal Article
    Peer reviewed
    Open access

    We derive the superconformal transformation properties of the supercurrent for N=1 supersymmetric QED in four dimensions within the superfield formalism. Superconformal Ward identities for Green ...
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34.
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35.
  • Alteration of substrate aff... Alteration of substrate affinities and specificities of the Chlorella hexose/H super(+) symporters by mutations and construction of chimeras
    Will, A; Grassl, R; Erdmenger, J ... The Journal of biological chemistry, 05/1998, Volume: 273, Issue: 19
    Journal Article
    Peer reviewed

    The cDNAs HUP1 and HUP2 of Chlorella kessleri code for monosaccharide/H super(+) symporters that can be functionally expressed in Schizosaccharomyces pombe. By random mutagenesis three HUP1 mutants ...
Full text
Available for: GEOZS, IJS, IMTLJ, KILJ, KISLJ, NLZOH, NUK, OILJ, PNG, SAZU, SBCE, SBJE, UILJ, UL, UM, UPCLJ, UPUK, ZAGLJ, ZRSKP
36.
  • Quarks and Mesons from Stri... Quarks and Mesons from String Theory
    Apreda, R.; Erdmenger, J. Nuclear physics. Section B, Proceedings supplement, 02/2007, Volume: 164
    Journal Article

    In the context of the generalized AdS/CFT correspondence, we review the string-theoretical description of QCD-like field theories with fundamental matter. We present a gravitational realization of ...
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37.
  • Holographic impurities and Kondo effect
    Erdmenger, J; Flory, M; Hoyos, C ... arXiv.org, 11/2015
    Paper, Journal Article
    Open access

    Magnetic impurities are responsible for many interesting phenomena in condensed matter systems, notably the Kondo effect and quantum phase transitions. Here we present a holographic model of a ...
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38.
  • Conformally Covariant Differential Operators: Properties and Applications
    Erdmenger, J 04/1997
    Journal Article
    Open access

    Class.Quant.Grav. 14 (1997) 2061-2084 We discuss conformally covariant differential operators, which under local rescalings of the metric, \delta_\sigma g^{\mu\nu} = 2 \sigma g^{\mu\nu}, transform ...
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39.
  • The shipping policy of the ... The shipping policy of the European Community
    Erdmenger, J; Stasinopoulos, D Journal of transport economics and policy, 09/1988, Volume: 22, Issue: Sep 88
    Journal Article
    Peer reviewed

    The maritime package, agreed on 16 December 1986 by the European Community Ministers together with measures already adopted since 1977, forms the basis of a Community policy in the maritime field. ...
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40.
  • Conformally Covariant Differential Operators: Properties and Applications
    Erdmenger, J arXiv.org, 07/1997
    Paper
    Open access

    We discuss conformally covariant differential operators, which under local rescalings of the metric, \delta_\sigma g^{\mu\nu} = 2 \sigma g^{\mu\nu}, transform according to \delta_\sigma \Delta = r ...
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