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Mar 23, 2014 at 19:04 comment added Andrew McAddams My question was following: "...I mean that if $\Psi \bar {\Psi}$ refers to the direct product, what group operation corresponds to $\bar {\Psi}\Psi$?..". So I want to get some group operation (like direct product) which show me that $\bar {\Psi} \Psi \equiv (0, 0)$. Not by the language of transformation matrices. Excuse me for my unintelligible explanation.
Mar 23, 2014 at 18:59 history answered Frederic Brünner CC BY-SA 3.0