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Description of quantum scattering via principle of minimum distance in the space of states

1996
8 pages
Published in:
  • Phys.Lett.B 376 (1996) 282-289
DOI:
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Abstract: (Elsevier)
In this paper the principle of minimum distance (PMD) in the space of the scattering states , is investigated. The PMD in the space of states give a satisfactory account for the description of a universal quantum diffraction of any material particle: displaying a pronounced forward diffraction peak, as well as periodic side maxima and minima. It was proved that the optimal states obtained via PMD are the most forward-peaked states . The experimental tests of the principle of minimum distance in the space of states, are presented . Then, a systematics of the actual experimental data of all PP , P P , K ± P , π ± P , scatterings at all energies higher than 2 GeV, via PMD predictions on optimal scaling functions and optimal logarithmic slopes , is obtained.
  • p p: interaction
  • interaction: p p
  • anti-p p: interaction
  • interaction: anti-p p
  • K p: interaction
  • interaction: K p
  • pi p: interaction
  • interaction: pi p
  • diffraction
  • linear space: Hilbert space
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