3 citations · 3 across the 12 of their papers we have counts for
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Congruence obstructions in the refined Koblitz conjecture
Sung Min Lee, Jacob Mayle, Rakvi
Let be an elliptic curve. Zywina's refinement of Koblitz's conjecture predicts that there are infinitely many primes of good reduction for which $\#E_p(\mathbb{F…
Rational Solids with Equal Surface Area and Volume
Kate Finnerty, Jacob Mayle
We classify pairs consisting of a right square pyramid and a right square prism, each having rational base side length and rational height, for which the two solids have equal surf…
On the Density of Coprime Reductions of Elliptic Curves
Asimina S. Hamakiotes, Sung Min Lee, Jacob Mayle +1
Given non-CM elliptic curves and over , we study the natural density of primes of good reduction for which the orders of the groups …
Rational points on modular curves via maps to elliptic curves with rank zero
Jacob Mayle, Jeremy Rouse
A fundamental problem in arithmetic geometry is to determine the image of the mod Galois representation for all elliptic curves over and integers . For a…