Thomas Jaklitsch

collaborators

2 papers

math.AG2025

A Filtration of the Chow Group of Zero-Cycles for a Product of Curves and an Abelian Variety

Thomas Jaklitsch

In this paper we define a descending filtration on the Chow group of zero cycles for varieties of the form $A \times C_{1} \times \dots \times C_{d}$ where $A$ is an abelian variety a…

math.NT2022

Class Numbers and Pell's Equation $x^{2} + 105 y^{2} = z^{2}$

Thomas Jaklitsch, Thomas C. Martinez, Steven J. Miller +1

Two well-studied Diophantine equations are those of Pythagorean triples and elliptic curves, for the first we have a parametrization through rational points on the unit circle, and…

A Filtration of the Chow Group of Zero-Cycles for a Product of Curves and an Abelian Variety

Class Numbers and Pell's Equation x2+105y2=z2

Class Numbers and Pell's Equation $x^{2} + 105 y^{2} = z^{2}$