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    • Counterexamples related to the Sato-Tate conjecture 

      Miller, Daniel Keegan (2017-05-30)
      Let $E_{/\mathbf{Q}}$ be an elliptic curve. The Sato--Tate conjecture, now a theorem, tells us that the angles $\theta_p =\cos^{-1}\left(\frac{a_p}{2\sqrt p}\right)$ are equidistributed in $[0,\pi]$ with respect to the ...