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Evidence for Quark-Hadron Duality in the Proton Spin Asymmetry [Formula presented]

  • A. Airapetian
  • , N. Akopov
  • , Z. Akopov
  • , M. Amarian
  • , V. V. Ammosov
  • , E. C. Aschenauer
  • , H. Avakian
  • , R. Avakian
  • , A. Avetissian
  • , E. Avetissian
  • , P. Bailey
  • , V. Baturin
  • , C. Baumgarten
  • , M. Beckmann
  • , S. Belostotski
  • , S. Bernreuther
  • , N. Bianchi
  • , H. P. Blok
  • , H. Böttcher
  • , A. Borissov
  • O. Bouhali, M. Bouwhuis, J. Brack, S. Brauksiepe, A. Brüll, I. Brunn, H. J. Bulten, G. P. Capitani, E. Cisbani, G. Ciullo, G. R. Court, P. F. Dalpiaz, R. De Leo, L. De Nardo, E. De Sanctis, E. Devitsin, P. K.A. de Witt Huberts, P. Di Nezza, M. Düren, M. Ehrenfried, G. Elbakian, F. Ellinghaus, U. Elschenbroich, J. Ely, R. Fabbri, A. Fantoni, A. Fechtchenko, L. Felawka, B. W. Filippone, H. Fischer, B. Fox, J. Franz, S. Frullani, Y. Gärber, V. Gapienko, F. Garibaldi, E. Garutti, G. Gavrilov, V. Gharibyan, G. Graw, O. Grebeniouk, P. W. Green, L. G. Greeniaus, A. Gute, W. Haeberli, K. Hafidi, M. Hartig, D. Hasch, D. Heesbeen, F. H. Heinsius, M. Henoch, R. Hertenberger, W. H.A. Hesselink, G. Hofman, Y. Holler, R. J. Holt, B. Hommez, G. Iarygin, A. Izotov, H. E. Jackson, A. Jgoun, P. Jung, R. Kaiser, E. Kinney, A. Kisselev, P. Kitching, K. Königsmann, H. Kolster, M. Kopytin, V. Korotkov, E. Kotik, V. Kozlov, B. Krauss, V. G. Krivokhijine, G. Kyle, L. Lagamba, A. Laziev, P. Lenisa, P. Liebing, T. Lindemann, W. Lorenzon, A. Maas, N. C.R. Makins, H. Marukyan, F. Masoli, F. Menden, V. Mexner, N. Meyners, O. Mikloukho, C. A. Miller, V. Muccifora, A. Nagaitsev, E. Nappi, Y. Naryshkin, A. Nass, K. Negodaeva, W. D. Nowak, K. Oganessyan, G. Orlandi, S. Podiatchev, S. Potashov, D. H. Potterveld, M. Raithel, V. Rappoport, D. Reggiani, P. Reimer, A. Reischl, A. R. Reolon, K. Rith, A. Rostomyan, D. Ryckbosch, Y. Sakemi, I. Sanjiev, F. Sato, I. Savin, C. Scarlett, A. Schäfer, C. Schill, F. Schmidt, G. Schnell, K. P. Schüler, A. Schwind, J. Seibert, B. Seitz, R. Shanidze, T. A. Shibata, V. Shutov, M. C. Simani, K. Sinram, M. Stancari, E. Steffens, J. J.M. Steijger, J. Stewart, U. Stösslein, K. Suetsugu, S. Taroian, A. Terkulov, S. Tessarin, E. Thomas, B. Tipton, M. Tytgat, G. M. Urciuoli, J. F.J. van den Brand, G. van der Steenhoven, R. van de Vyver, M. C. Vetterli, V. Vikhrov, M. G. Vincter, J. Visser, J. Volmer, C. Weiskopf, J. Wendland, J. Wilbert, T. Wise, S. Yen, S. Yoneyama, B. Zihlmann, H. Zohrabian
  • A. Alikhanian Yerevan Institute of Physics
  • Istituto Superiore di Sanita
  • Institute for High Energy Physics
  • German Electron Synchrotron
  • National Institute for Nuclear Physics
  • University of Illinois
  • RAS - Saint Petersburg Nuclear Physics Institute
  • Ludwig Maximilian University of Munich
  • Institute of Science Tokyo
  • National Institute for Subatomic Physics
  • Vrije Universiteit Amsterdam
  • University of Michigan, Ann Arbor
  • University of Colorado Boulder
  • University of Freiburg
  • Massachusetts Institute of Technology
  • Friedrich-Alexander University Erlangen-Nürnberg
  • University of Ferrara
  • University of Liverpool
  • University of Alberta
  • RAS - P.N. Lebedev Physics Institute
  • Justus Liebig University Giessen
  • Ghent University
  • Joint Institute for Nuclear Research
  • TRIUMF
  • California Institute of Technology
  • University of Wisconsin
  • Argonne National Laboratory
  • New Mexico State University
  • University of Regensburg
  • Simon Fraser University

Research output: Contribution to journalArticlepeer-review

Abstract

Spin-dependent lepton-nucleon scattering data have been used to investigate the validity of the concept of quark-hadron duality for the spin asymmetry [Formula presented]. Longitudinally polarized positrons were scattered off a longitudinally polarized hydrogen target for values of [Formula presented] between 1.2 and [Formula presented] and values of [Formula presented] between 1 and [Formula presented]. The average double-spin asymmetry in the nucleon resonance region is found to agree with that measured in deep-inelastic scattering at the same values of the Bjorken scaling variable [Formula presented]. This finding implies that the description of [Formula presented] in terms of quark degrees of freedom is valid also in the nucleon resonance region for values of [Formula presented] above [Formula presented].

Original languageEnglish
Pages (from-to)5
Number of pages1
JournalPhysical Review Letters
Volume90
Issue number9
DOIs
Publication statusPublished - 2003
Externally publishedYes

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