Logo image
Back
Demailly Conjecture on Waldschmidt constant in P^n: an improved sufficient condition and a proof assuming Nagata/Iarrobino Conjecture
Thesis

Demailly Conjecture on Waldschmidt constant in P^n: an improved sufficient condition and a proof assuming Nagata/Iarrobino Conjecture

Chang, Yu-Lin
Masters, 國立清華大學, 數學系所
2017

Abstract

代數幾何 algebraic geometry
In this note, we discuss some results about Waldschmidt constant. One of the main results presents a relation between Nagata/Iarrobino Conjecture and Demailly Conjecture: the former implies the latter, for large enough number of general points in Pn, n ≥ 2. In addition, we also present an improvement of the main theorem in [14].

Metrics

1 Record Views

Details

Logo image