H. Tran

collaborators

3 papers

math.NT2026

Gross lattices of supersingular elliptic curves

Chenfeng He, Gaurish Korpal, Ha T. N. Tran +1

Let $p$ be a prime, $E$ be a supersingular elliptic curve defined over $F ˉ_{p}$ , and $O$ be its (geometric) endomorphism ring. Earlier results of Chevyrev-Gal…

math.NT2025

Principal Well-Rounded Ideals of real quadratic fields

Morgan Smith, Ha T. N. Tran

It has been well known since Gauss that the principality of an ideal in a real quadratic field $K$ is equivalent to the solvability of a certain generalized Pell equations. In this…

math.NT2025

Well-Rounded Twists of the Ring of Integers in Cyclic Cubic Fields

Nam H. Le, Dat T. Tran, David Karpuk +1

Computing well-rounded twists of ideals in number fields has been done when the field degree is $2$ . In this paper, we develop a new algorithm to detect whether a basis of an ideal…