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Convergence of the expansion of the Laplace-Borel integral in perturbative QCD improved by conformal mapping

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    0100493 - FZU-D 20040349 RIV US eng J - Journal Article
    Caprini, I. - Fischer, Jan
    Convergence of the expansion of the Laplace-Borel integral in perturbative QCD improved by conformal mapping.
    [Konvergence rozvoje Laplace-Borelova integrálu v poruchové QCD při využití metody konformního zobrazení.]
    Physical Review. D. Roč. 62, č. 5 (2000), 054007/1-054007/6. ISSN 0556-2821
    R&D Projects: GA ČR GA202/96/1616; GA AV ČR IAA1010711
    Institutional research plan: CEZ:AV0Z1010920
    Keywords : perturbation expansions * optimal conformal mapping * QCD Green functions * convergence conditions
    Subject RIV: BF - Elementary Particles and High Energy Physics
    Impact factor: 3.838, year: 2000

    We define an optimal expansion of the Laplace-Borel integral in the principal value prescription and establish conditions under which the expansion is convergent

    Definujeme optimální rozvoj Laplace-Borelova integrálu ve smyslu hlavní hodnoty a nalézáme podmínky jeho konvergence
    Permanent Link: http://hdl.handle.net/11104/0007994

     
     
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