Consider the unitary group $U(n)$.
How does one compute its Weyl group?
Is it the same as the Weyl group of $SU(n)$ since $U(n)\simeq SU(n)\times U(1)$?
Consider the unitary group $U(n)$.
How does one compute its Weyl group?
Is it the same as the Weyl group of $SU(n)$ since $U(n)\simeq SU(n)\times U(1)$?
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