Carol Wu

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math.NT2024

Higher a-numbers in $Z_{p}$ -towers via Counting Lattice Points

Jeremy Booher, Jack Hsieh, Rakesh Rivera +3

Booher, Cais, Kramer-Miller and Upton study a class of $Z_{p}$ -tower of curves in characteristic $p$ with ramification controlled by an integer $d$ . In the special case that…

math.NT2024

On smooth gaps between primes using the Maynard-Tao sieve

Carol Wu

In 1999, Balog, Brüdern, and Wooley (1999) showed there are infinitely many prime gaps $p - q$ that are $(lo g p)^{\frac{3}{4}}$ -smooth, and infinitely many consecutive prime gaps th…

Higher a-numbers in Zp​-towers via Counting Lattice Points

On smooth gaps between primes using the Maynard-Tao sieve

Higher a-numbers in $Z_{p}$ -towers via Counting Lattice Points