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- Bullough–Dodd_model abstract "The Bullough–Dodd model is an integrable model in 1+1-dimensional quantum field theory introduced by Robin Bullough and Roger Dodd. ItsLagrangian density iswhere is a mass parameter, is the coupling constant and is a real scalar field.The Bullough–Dodd model belongs to the class of Affine Toda Field Theories.The spectrum of the model consists of a single massive particle.".
- Bullough–Dodd_model wikiPageID "12912917".
- Bullough–Dodd_model wikiPageRevisionID "601611976".
- Bullough–Dodd_model subject Category:Exactly_solvable_models.
- Bullough–Dodd_model subject Category:Quantum_field_theory.
- Bullough–Dodd_model comment "The Bullough–Dodd model is an integrable model in 1+1-dimensional quantum field theory introduced by Robin Bullough and Roger Dodd. ItsLagrangian density iswhere is a mass parameter, is the coupling constant and is a real scalar field.The Bullough–Dodd model belongs to the class of Affine Toda Field Theories.The spectrum of the model consists of a single massive particle.".
- Bullough–Dodd_model label "Bullough–Dodd model".
- Bullough–Dodd_model sameAs Bullough%E2%80%93Dodd_model.
- Bullough–Dodd_model sameAs Q4997012.
- Bullough–Dodd_model sameAs Q4997012.
- Bullough–Dodd_model wasDerivedFrom Bullough–Dodd_model?oldid=601611976.