Towers of Function Fields over Non-prime Finite Fields

Mathematics – Algebraic Geometry

Scientific paper

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Scientific paper

Over all non-prime finite fields, we construct some recursive towers of
function fields with many rational places. Thus we obtain a substantial
improvement on all known lower bounds for Ihara's quantity $A(\ell)$, for $\ell
= p^n$ with $p$ prime and $n>3$ odd. A modular interpretation of the towers is
given as well.

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