On primitive points of elliptic curves w
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Yen-Mei J. Chen; Jing Yu
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Article
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2005
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Elsevier Science
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English
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Let E be an elliptic curve defined over Q and P โ E(Q) a rational point of infinite order. Suppose that E has complex multiplication by an order in the imaginary quadratic field k. Denote by M E,P the set of rational primes such that splits in k, E has good reduction at , and P is a primitive point