On primes, semiprimes and their applications
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Given an elliptic curve $$E$$E over a finite field $$\mathbb {F}_q$$Fq of $$q$$q elements, we say that an odd prime $$\ell \not \mid q$$ýýq is an Elkies prime for $$E$$E if $$t_E^2 - 4q$$tE2-4q is a square modulo $$\ell $$ý, where $$t_E = q+1 - \#E(\...
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Inderscience Publishers
Geneva 15, Switzerland
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