2 papers
math.NT2024
Counting rational points on Hirzebruch-Kleinschmidt varieties over global function fields
Sebastián Herrero, Tobías Martínez, Pedro Montero
Inspired by Bourqui's work on anticanonical height zeta functions on Hirzebruch surfaces, we study height zeta functions of split toric varieties with Picard rank 2 over global fun…
math.NT2024
Counting rational points on Hirzebruch-Kleinschmidt varieties over number fields
Sebastián Herrero, Tobías Martínez, Pedro Montero
We study the asymptotic growth of the number of rational points of bounded height on smooth projective split toric varieties with Picard rank 2 over number fields, with respect to…