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- W2000417151 abstract "For an elliptic curve $E/Q$, we determine the maximum number of twists $E^d/Q$ it can have such that $E^d(Q)_{tors}supsetneq E(Q)[2]$. We use these results to determine the number of distinct quadratic fields $K$ such that $E(K)_{tors}supsetneq E(Q)_{tors}$. The answer depends on $E(Q)_{tors}$ and we give the best possible bound for all the possible cases." @default.
- W2000417151 created "2016-06-24" @default.
- W2000417151 creator A5081214859 @default.
- W2000417151 date "2013-12-31" @default.
- W2000417151 modified "2023-09-27" @default.
- W2000417151 title "The number of twists with large torsion of an elliptic curve" @default.
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