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Let E /Q be an elliptic curve of conductor N and let f be the weight 2 newform on Γ 0 (N ) associated to it by modularity. Building on an idea of S. Zhang, an article by Darmon, Rotger, and Sols describes the construction of so-called Chow-Heegner points, P T,f ∈ E(Q), indexed by algebraic correspondences T ⊂ X 0 (N ) × X 0 (N ). It also gives an analytic formula, depending only on the image of T in cohomology under the complex cycle class map, for calculating P T,f numerically via Chen'sdoi:10.1090/s0025-5718-2015-02927-5 fatcat:ffuy436fdfbnvbql3dnr3vxvfq