7 citations · 17 across the 6 of their papers we have counts for
4 papers · 1 filter
The numerical equivalence relation for height functions and ampleness and nefness criteria for divisors
Chong Gyu Lee
In this paper, we study properties of Weil height functions associated with numerically trivial divisors. It helps us to define the fractional limit of with respect to …
Height estimates for dominant endomorphisms on projective varieties
Chong Gyu Lee
A polarizable endomorphism on a projective variety enables us to consider given morphism as constant multiplication in the height function. In this paper, we will generalize it for…
Height bound and preperiodic points for jointly regular families of rational maps
ChongGyu Lee
Silverman proved a height inequality for jointly regular family of rational maps and the author improved it for jointly regular pairs. In this paper, we provide the same improvemen…
Maximal ratio of coefficients of divisors and an upper bound for height for rational maps
ChongGyu Lee
When we have a morphism f : P^n -> P^n, then we have an inequality \frac{1}{°f} h(f(P)) +C > h(P) which provides a good upper bound of . However, if is a rational map, th…