Wen-Ching Li, Hiren Maharaj
Published 1999-08-28Version 1
The number A(q) is the upper limit of the ratio of the maximum number of points of a curve defined over $\Fq$ to the genus. By constructing class field towers with good parameters we present improvements of lower bounds of A(q) for q an odd power of a prime.
Density of rational points on a certain smooth bihomogeneous threefold
Modular Curves with many Rational Points
Asymptotic Improvements of Lower Bounds for the Least Common Multiples of Arithmetic Progressions
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