Any unitary operator $U$ can be written as $U=e^{i H}$, where $H$ is bounded positive definite operator.
But I do not know how to prove it. I appreciate your help!
Any unitary operator $U$ can be written as $U=e^{i H}$, where $H$ is bounded positive definite operator.
But I do not know how to prove it. I appreciate your help!
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