We study the Waldschmidt constant of a partial intersection of type (p,q) with p= (3,1) and q= (2,1) in projective 2-space. The investigation is carried out via two approaches. The first approach is algebraic in nature by considering fixed components and dimensions. The second approach utilizes the underlying geometry of the points to repeatedly reduce fat point schemes by lines and smooth conics.
The Waldschmidt Constant for a Special Partial Intersection / Cooper, Susan M.; Di Gennaro, Roberta; Farnik, Lucja; Guardo, Elena; Pitones, Yuriko; Postinghel, Elisa. - (2025).
The Waldschmidt Constant for a Special Partial Intersection
ROBERTA DI GENNARO;
2025
Abstract
We study the Waldschmidt constant of a partial intersection of type (p,q) with p= (3,1) and q= (2,1) in projective 2-space. The investigation is carried out via two approaches. The first approach is algebraic in nature by considering fixed components and dimensions. The second approach utilizes the underlying geometry of the points to repeatedly reduce fat point schemes by lines and smooth conics.File in questo prodotto:
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