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A formally γ₅-invariant system consisting of a Dirac field and a massless pseudoscalar field allows chirality conservation in the sense that its expectation value is a constant of motion. This leads to the consequence that in any reaction a change in the fermion chirality ({~}helicity×{}velocity) is compensated for by the emission of a massless boson at zero energy, which can be expressed by a simple formula relating the radiative amplitude to the elastic amplitude. Assuming the pion-nucleon system to be γ₅-invariant when the pion mass can be neglected, the formula is applied to the processes N+π→N+π and N+2π. A reasonable agreement with experiment is obtained in a case dominated by the 3-3 resonance.
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Nambu et al. (1962) studied this question.
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