A. P. Balachandran
Abstract
Certain questions of consistency in $S$-matrix theory arising from unitarity, analyticity, and crossing symmetry requirements are examined in a few special instances for two-body scattering amplitudes. It is proved that at least in these cases, the formalism does not lead to any contradiction.
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Certain questions of consistency in $S$-matrix theory arising from unitarity, analyticity, and crossing symmetry requirements are examined in a few special instances for two-body scattering amplitudes. It is proved that at least in these cases, the formalism does not lead to any contradiction.
Key concepts: Unitarity, Consistency (knowledge bases), Formalism (music), Physics, Scattering amplitude, Matrix (chemical analysis), Contradiction, Amplitude