On the existence of Lagrangian shadows of ample algebraic divisors

TL;DR

This paper discusses conditions under which Lagrangian shadows of ample divisors exist in algebraic varieties, contributing to the understanding of their geometric properties.

Contribution

It provides an existence criterion for Lagrangian shadows of ample divisors, advancing the theoretical framework in algebraic geometry.

Findings

Established an existence condition for Lagrangian shadows

Enhanced understanding of geometric properties of ample divisors

Contributed to the theoretical development of algebraic geometry

Abstract

In previous papers we define certain Lagrangian shadows of ample divisors in algebraic varieties. In the present brief note an existence condition is discussed for these Lagrangian shadows.