For sufficiently large k and l, all zeros of E_k² + E_{2k}, E_k³ + E_{3k}, and E_k E_l + E_{k+l} in the fundamental domain lie on the arc A = {e^{iθ} : π/2 ≤ θ ≤ 2π/3}.
Wohlfahrt, ¨Uber die nullstellen einiger eisensteinreihen, Mathematische Nachrichten 26 (6) (1963) 381–383
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Zeros of certain combinations of Eisenstein series of weight 2k, 3k, and k + l
For sufficiently large k and l, all zeros of E_k² + E_{2k}, E_k³ + E_{3k}, and E_k E_l + E_{k+l} in the fundamental domain lie on the arc A = {e^{iθ} : π/2 ≤ θ ≤ 2π/3}.