Elsevier

Nuclear Physics A

Volume 238, Issue 2, 3 February 1975, Pages 240-252
Nuclear Physics A

Integral equations for the scattering of N identical particles

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Abstract

Integral equations are obtained for the scattering of N identical particles using a form of the N-particle scattering equations derived previously. The equations couple together only transition operators between physical two cluster channels, the breakup amplitudes being expressed in terms of quadratures over two-cluster amplitudes. The kernel of the equations becomes connected after a single iteration. The number of coupled equations for identical particles is 12N or 12(N−1) when N is even or odd respectively.

References (11)

  • Gy. Bencze

    Nucl. Phys.

    (1973)
  • E.F. Redish

    Nucl. Phys.

    (1974)
  • E.F. Redish

    Nucl. Phys.

    (1974)
  • E.F. Redish

    Phys. Rev.

    (1974)
  • L.D. FaddeevC. Lovelace

    Phys. Rev.

    (1964)
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Permanent address: Department of Physics and Astronomy, University of Maryland, College Park, MD 20742 USA.

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