SINGLE DISPERSION INTEGRALS FOR THE $pi$N BOX DIAGRAM.
Journal Article
·
· pp 2.1-2.6 of Advanced Computing Methods in Theoretical Physics. Vol. 1. Marseille Centre National de la Recherche Scientifique (1971).
OSTI ID:4623186
- Research Organization:
- Univ. of Montreal
- NSA Number:
- NSA-26-059881
- OSTI ID:
- 4623186
- Journal Information:
- pp 2.1-2.6 of Advanced Computing Methods in Theoretical Physics. Vol. 1. Marseille Centre National de la Recherche Scientifique (1971)., Other Information: From 2. conference on advanced computing methods in theoretical physics; Marseille, France (21 Jun 1971). See CONF-710655--(Vol.1). Orig. Receipt Date: 31-DEC-72
- Country of Publication:
- France
- Language:
- English
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+1 more
Related Subjects
N64260* -Physics (High Energy)-Particle Interactions & Properties (Theoretical)-Strong (Baryon No. = 1)
ANALYTICAL SOLUTION
DIAGRAMS
INTEGRALS
NUCLEONS
PION BEAMS
SPIN
STRONG INTERACTIONS
NUCLEONS/interactions $pi$ + N
single dispersion integrals for analytic calculation of box diagram with spin for
(T)
MESONS ($pi$)/interactions $pi$ + N
single dispersion integrals for analytic calculation of box diagram with spin for
(T)
ANALYTICAL SOLUTION
DIAGRAMS
INTEGRALS
NUCLEONS
PION BEAMS
SPIN
STRONG INTERACTIONS
NUCLEONS/interactions $pi$ + N
single dispersion integrals for analytic calculation of box diagram with spin for
(T)
MESONS ($pi$)/interactions $pi$ + N
single dispersion integrals for analytic calculation of box diagram with spin for
(T)