($Sigma$/sub $alpha$/, $Sigma$/sub $gamma$/) REGGEIZED BARYON EXCHANGE MODEL FOR BACKWARD $pi$$sup -$p $Yields$ K$sup 0$$lambda$ SCATTERING.
Journal Article
·
· Phys. Lett., 29B: 121-4(Apr. 14, 1969).
OSTI ID:4787165
- Research Organization:
- Univ. of Wisconsin, Madison
- NSA Number:
- NSA-23-027806
- OSTI ID:
- 4787165
- Report Number(s):
- COO--881-226
- Journal Information:
- Phys. Lett., 29B: 121-4(Apr. 14, 1969)., Journal Name: Phys. Lett., 29B: 121-4(Apr. 14, 1969).
- Country of Publication:
- United States
- Language:
- English
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Related Subjects
ANGULAR DISTRIBUTION
BARYONS
ELEMENTARY PARTICLES
EXCHANGE MODEL
FIELD THEORY
HYPERONS ($lambda$)/ polarization in $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$ interactions
Reggeized baryon exchange model for
INTERACTIONS
KAONS
LAMBDA PARTICLES
MESONS ($pi$$sup -$)/interactions $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$
Reggeized baryon exchange model for $lambda$ polarization and angular distribution for backward
N34260* --Physics (High Energy)--Particle Interactions & Properties (Theoretical)--Strong (Baryon No. = 1)
PIONS
PIONS-MINUS
POLARIZATION
PROTONS
PROTONS/interactions $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$
Reggeized baryon exchange model for $lambda$ polarization and angular distribution for backward
QUANTUM MECHANICS
REGGE POLE THEORY/baryon exchange model in
for $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$ backward interactions
REGGE POLES
BARYONS
ELEMENTARY PARTICLES
EXCHANGE MODEL
FIELD THEORY
HYPERONS ($lambda$)/ polarization in $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$ interactions
Reggeized baryon exchange model for
INTERACTIONS
KAONS
LAMBDA PARTICLES
MESONS ($pi$$sup -$)/interactions $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$
Reggeized baryon exchange model for $lambda$ polarization and angular distribution for backward
N34260* --Physics (High Energy)--Particle Interactions & Properties (Theoretical)--Strong (Baryon No. = 1)
PIONS
PIONS-MINUS
POLARIZATION
PROTONS
PROTONS/interactions $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$
Reggeized baryon exchange model for $lambda$ polarization and angular distribution for backward
QUANTUM MECHANICS
REGGE POLE THEORY/baryon exchange model in
for $pi$$sup -$ + p $Yields$ K$sup 0$ + $lambda$ backward interactions
REGGE POLES