4 papers
math.NT2025
-points of bounded height on toric varieties
Boaz Moerman
We establish an asymptotic formula for the number of -points of bounded height on split toric varieties, for the height induced by any big and nef divisor class. This…
math.NT2025
Manin's conjecture for -points
Boaz Moerman
We initiate a general quantitative study of sets of -points, which are special subsets of rational points, generalizing Campana points, Darmon points, and squarefree s…
math.AG2024
Generalized Campana points and adelic approximation on toric varieties
Boaz Moerman
We introduce a general framework for studying special subsets of rational points on an algebraic variety, termed -points. The notion of -points generalize…
math.NT2020
-values for conductor
Boaz Moerman
In recent years, Rogers and Zudilin developed a method to write -values attached to elliptic curves as periods. In order to apply this method to a broader collection of -valu…