Eunjeong Lee

collaborators

3 papers

math.AG2023

Toric Schubert varieties and directed Dynkin diagrams

Eunjeong Lee, Mikiya Masuda, Seonjeong Park

A flag variety is a homogenous variety $G / B$ where $G$ is a simple algebraic group over the complex numbers and $B$ is a Boel subgroup of $G$ . A Schubert variety $X_{w}$ is a subvari…

math.AG2023

Newton-Okounkov polytopes of type $A$ flag varieties of small ranks arising from cluster structures

Yunhyung Cho, Naoki Fujita, Akihiro Higashitani +1

A flag variety is a smooth projective homogeneous variety. In this paper, we study Newton-Okounkov polytopes of the flag variety $F l (C^{4})$ arising from its cluster structu…

math.AG2023

$c_{1}$ -cohomological rigidity for smooth toric Fano varieties of Picard number two

Yunhyung Cho, Eunjeong Lee, Mikiya Masuda +1

The $c_{1}$ -cohomological rigidity conjecture states that two smooth toric Fano varieties are isomorphic as varieties if there is a $c_{1}$ -preserving isomorphism between their integra…

Toric Schubert varieties and directed Dynkin diagrams

Newton-Okounkov polytopes of type A flag varieties of small ranks arising from cluster structures

c1​-cohomological rigidity for smooth toric Fano varieties of Picard number two

Newton-Okounkov polytopes of type $A$ flag varieties of small ranks arising from cluster structures

$c_{1}$ -cohomological rigidity for smooth toric Fano varieties of Picard number two