CURRENT ALGEBRA AND $pi$--$pi$ SCATTERING LENGTHS. A DISPERSION RELATION APPROACH.
Journal Article
·
· Nuovo Cim. (10), 53A: 933-44 (Feb. 21, 1968).
- Research Organization:
- CERN, Geneva
- Sponsoring Organization:
- USDOE
- NSA Number:
- NSA-22-015767
- OSTI ID:
- 4483014
- Journal Information:
- Nuovo Cim. (10), 53A: 933-44 (Feb. 21, 1968)., Journal Name: Nuovo Cim. (10), 53A: 933-44 (Feb. 21, 1968).
- Country of Publication:
- Country unknown/Code not available
- Language:
- English
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Related Subjects
ANGULAR MOMENTUM
CURRENT ALGEBRA
CURRENTS
DISPERSION RELATIONS
DISPERSION RELATIONS/ use of partial-wave
for $pi$--$pi$ scattering lengths from current algebra
INTERACTIONS
MATHEMATICS
MESONS ($pi$)/interactions $pi$ + $pi$
dispersion relation approach to current-algebra scattering lengths for
N34250* --Physics (High Energy)--Particle Interactions & Properties (Theoretical)--Strong (Baryon No. = 0)
PARTIAL WAVES
PIONS
QUANTUM MECHANICS
RIEMANN SHEETS
SCATTERING
SCATTERING AMPLITUDE
SCATTERING LENGTH
UNITARITY
CURRENT ALGEBRA
CURRENTS
DISPERSION RELATIONS
DISPERSION RELATIONS/ use of partial-wave
for $pi$--$pi$ scattering lengths from current algebra
INTERACTIONS
MATHEMATICS
MESONS ($pi$)/interactions $pi$ + $pi$
dispersion relation approach to current-algebra scattering lengths for
N34250* --Physics (High Energy)--Particle Interactions & Properties (Theoretical)--Strong (Baryon No. = 0)
PARTIAL WAVES
PIONS
QUANTUM MECHANICS
RIEMANN SHEETS
SCATTERING
SCATTERING AMPLITUDE
SCATTERING LENGTH
UNITARITY