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how can you prove that T+T*=(T+T*)* ??
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\[\emptyset=U^*\]
????????????????
T and the complement of T combine to give the Universal set ,
T+T*=T*+T =(T*+T)* =((T*)*+T*) =T+T* this is how i did it. cant get T+T*=(T+T*)* plz just show me how to do it
\[T\wedge T^*=\emptyset\]
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Sorry to interrupt, but just what is this notation "*"?
conjugate transpose.
this is original question for any operator T, show T+T* is self-adjoint and T-T* is skew-adjoint
oh the you should have used this symbol \[\dagger\]
|dw:1348722432515:dw|
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this is what my book says.
we don't use dagger
anyway, can anyone help me out???????
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