Upper bounds on L^∞ discrepancy for harmonic and projective determinantal point processes on two-point homogeneous spaces are O((N^{1-1/D} log N)^{1/2}) with high probability.
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Discrepancy of determinantal point processes on compact, connected two-point homogeneous spaces
Upper bounds on L^∞ discrepancy for harmonic and projective determinantal point processes on two-point homogeneous spaces are O((N^{1-1/D} log N)^{1/2}) with high probability.