Article
On the Elliptic Curve Power Generator
Authors
Abstract
For a given elliptic curve E we obtain an upper bound on a char- acter sum formed by linear combination of f (kQ) where Q runs on the curve and f arbitrary rational function. We apply the result to study the elliptic curve analogue of the power generator.
Keywords
elliptic curves, power generator, exponential sums, discrepancy.
Citation
Mérai, L. (2014). On the elliptic curve power generator. Uniform Distribution Theory, 9(2), 59–65.
L. Mérai, “On the elliptic curve power generator,” Uniform Distribution Theory, vol. 9, no. 2, pp. 59–65, 2014.
Mérai L. On the elliptic curve power generator. Uniform Distribution Theory. 2014;9(2):59–65.
Mérai, L. (2014), ‘On the elliptic curve power generator’, Uniform Distribution Theory, 9(2), pp. 59–65.
Mérai, László. “On the Elliptic Curve Power Generator.” Uniform Distribution Theory, vol. 9, no. 2, 2014, pp. 59–65.
Mérai, László. “On the Elliptic Curve Power Generator.” Uniform Distribution Theory 9, no. 2 (2014): 59–65.
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Published by: Engineering Journals
