For flat symmetric spaces, L1-L2 dichotomy holds for all rank 1 cases except Cartan type AI, and holds at regular points in SU(2,q) and SU(3,q) but fails at certain singular points in SU(2,q).
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On $L^1$-$L^2$ dichotomy for flat symmetric spaces
For flat symmetric spaces, L1-L2 dichotomy holds for all rank 1 cases except Cartan type AI, and holds at regular points in SU(2,q) and SU(3,q) but fails at certain singular points in SU(2,q).