A necessary condition on x and y is derived for KxKyK = G in simply connected simple compact Lie groups G with symmetric K, plus a complete classification for SU(n) except the AIII case with p not equal to n/2, with quantum computing applications.
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Large products of double cosets for symmetric subgroups
A necessary condition on x and y is derived for KxKyK = G in simply connected simple compact Lie groups G with symmetric K, plus a complete classification for SU(n) except the AIII case with p not equal to n/2, with quantum computing applications.