An 8-Matrix Theory of the Vertex p - NN Based on the Strip Approximation

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The present study was motivated by an attempt to understand low energy [formula] scattering within the framework of the bootstrap principle and the un-Reggeized version of the strip approximation. This work attempts to generate low energy [formula] scattering in the p(1,1) and p(3,3) states assuming the potential operating in these states is generated by the exchange of low mass meson states in the crossed t-channel and low mass baryon states in the crossed u channel. In particular, the p-meson is kept in channel t; the p mass and the coupling of [formula] and [formula] appear as parameters. The parameters of … continued below

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25 pages : illustrations

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Sarkissian, M. Der May 1964.

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The present study was motivated by an attempt to understand low energy [formula] scattering within the framework of the bootstrap principle and the un-Reggeized version of the strip approximation. This work attempts to generate low energy [formula] scattering in the p(1,1) and p(3,3) states assuming the potential operating in these states is generated by the exchange of low mass meson states in the crossed t-channel and low mass baryon states in the crossed u channel. In particular, the p-meson is kept in channel t; the p mass and the coupling of [formula] and [formula] appear as parameters. The parameters of the nucleon and (3,3) poles are taken as the elements to be determined by self-consistency.

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25 pages : illustrations

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Digitized from microopaque cards (1).

Includes bibliographic references (pages 21-22)

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  • SuDoc Number: Y 3.At 7:22/UCRL-7871-T
  • Report No.: UCRL-7871-T
  • Accession or Local Control No: metadc1254418
  • Archival Resource Key: ark:/67531/metadc1254418

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  • May 1964

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  • Feb. 5, 2022, 9:44 a.m.

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  • Jan. 24, 2023, 2:50 p.m.

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Sarkissian, M. Der. An 8-Matrix Theory of the Vertex p - NN Based on the Strip Approximation, report, May 1964; Livermore, California. (https://digital.library.unt.edu/ark:/67531/metadc1254418/: accessed May 24, 2024), University of North Texas Libraries, UNT Digital Library, https://digital.library.unt.edu; crediting UNT Libraries Government Documents Department.

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