For Heegner points of different discriminants on the modular surface, the hyperbolic lattice point counting error improves from X^{2/3} to X^{2/3}/(log X)^{1/6}.
8, 2745–2796
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The hyperbolic circle problem over Heegner points
For Heegner points of different discriminants on the modular surface, the hyperbolic lattice point counting error improves from X^{2/3} to X^{2/3}/(log X)^{1/6}.