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    Coleman–Mandula theorem - Wikipedia

    In theoretical physics, the Coleman–Mandula theorem is a no-go theorem stating that spacetime and internal symmetries can only combine in a trivial way. This means that the charges associated with internal symmetries must always transform as Lorentz scalars. Some notable exceptions to the no-go … See more

    In the early 1960s, the global $${\displaystyle {\text{SU}}(3)}$$ flavor symmetry associated with the eightfold way was shown to successfully describe the See more

    Conformal symmetry
    The theorem does not apply to a theory of massless particles, with these allowing for conformal symmetry … See more

    Consider a theory that can be described by an S-matrix and that satisfies the following conditions
    • The … See more

    1. ^ Coleman, S.R.; Mandula, J. (1967). "All Possible Symmetries of the S Matrix". Phys. Rev. 159 (5): 1251–1256. Bibcode:1967PhRv..159.1251C. doi:
    2. ^ Wigner, E. (1937). See more

     
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