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2.4.5 Invariant amplitudes in the unphysical region and near threshold

2.4 Further results derived from pi N partial waves
  • G. Höhler
Part of the Landolt-Börnstein - Group I Elementary Particles, Nuclei and Atoms book series

Abstract

Summary

This document is part of Subvolume B2 ‘Pion Nucleon Scattering. Part 2: Methods and Results of Phenomenological Analyses’ of Volume 9 ‘Elastic and Charge Exchange Scattering of Elementary Particles’ of Landolt-Börnstein - Group I Elementary Particles, Nuclei and Atoms.

Keywords

Elastic and Charge Exchange Scattering of Elementary Particles Pion Nucleon Scattering. Part 2: Methods and Results of Phenomenological Analyses 

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3.1 Books, reviews and lecture notes

  1. 79LLANGBEIN.
    SIMULTANEOUS ANALYSIS OF THE 4 PI N INVARIANT AMPLITUDES AT LOW ENERGIES AND EVALUATION OF THE SIGMA COMMUTATOR W. LANGBEIN:NUOVO CIM.51A(1979)219 2.5.1; 2.4.7; 2.4.3; 2.4.5CrossRefADSGoogle Scholar
  2. 68LCUTKOSKY.
    OPTIMIZED POLYNOMIAL EXPANSION FOR SCATTERING AMPLITUDES R.E. CUTKOSKY, B.B. DEO:PHYS.REV.174(1968)1859 2.1.9; A.6.3CrossRefADSGoogle Scholar
  3. 77LBORIE.
    A STUDY OF PI PI → N ANTI N PARTIAL-WAVE AMPLITUDES USING INTERIOR DISPERSION RELATIONS E. BORIE, F. KAISER:NUCL.PHYS.B126(1977)173 A.6.7; 2.4.2; 2.4.6; 2.6.7CrossRefADSGoogle Scholar
  4. 77LHEDEGAARD-JENSEN.
    STUDY OF PION PION → NUCLEON ANTINUCLEON PARTIAL WAVE AMPLITUDES USING HYPERBOLIC DISPERSION RELATIONS N. HEDEGAARD-JENSEN:NUCL.PHYS.B119(1977)27 A.6.7.; 2.4.2; 2.4.6; 2.6.7CrossRefADSGoogle Scholar
  5. 78LKOCH.
    ANWENDUNG VON DISPERSIONSMETHODEN ZUR ANALYSE DER PION-NUKLEON STREUUNG R. KOCH:THESIS,UNIVERSITY OF KARLSRUHE,1978 2.1.7; 2.4.2; 2.4.7Google Scholar
  6. 82LKOCH-1.
    A NEW DETERMINATION OF THE PION-NUCLEON SIGMA TERM USING HYPERBOLIC DISPERSION RELATIONS R. KOCH:Z.PHYSIK C, IN PRINT 2.5.1; 2.4.5; 2.4.7Google Scholar
  7. 65LBARUT.
    RELATION BETWEEN THE COUPLING CONSTANT AND THE SINGULARITY IN THE SECOND SHEET A.O. BARUT, T. SAWADA:NUOVO CIM.37(1965)1531 (SEE ALSO P.1126) 2.4.5; A.7.3; A.6.4CrossRefMathSciNetGoogle Scholar
  8. 67LSAWADA.
    EFFECT OF QUASIPOLE ON THE PI N FORWARD SCATTERING AMPLITUDE T. SAWADA:PHYS.REV.158(1967)1421 2.4.5; A.6.4; A.7.3CrossRefADSGoogle Scholar
  9. 70LSTRAUSS.
    DIE PI PI→N ANTI N PARTIALWELLEN IM UNPHYSIKALISCHEN GEBIET R. STRAUSS:THESIS,UNIVERSITY OF KARLSRUHE,1970 2.4.6Google Scholar
  10. 77LPIETARINEN.
    A CALCULATION OF PI PI → NUCLEON-ANTINUCLEON AMPLITUDES IN THE PSEUDOPHYSICAL REGION E. PIETARINEN:HELSINKI PREPRINT HU-TFT-17-77 2.4.6; 2.5.2Google Scholar

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© Springer-Verlag Berlin Heidelberg  1983

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  • G. Höhler

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