isospin
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If a complex scalar (e.g. a complex Lagrangian) is invariant under a global SU(N) symmetry, the complex conjugate of this scalar is also invariant, right?
That is, the real and imaginary part of the complex scalar are both invariances with respect to the SU(N) independently.
I am not quite sure if it, is the statement correct?
Thanks.
That is, the real and imaginary part of the complex scalar are both invariances with respect to the SU(N) independently.
I am not quite sure if it, is the statement correct?
Thanks.