Special lagrangian fibrations on flag variety $F^3$
Nikolay A. Tyurin
TL;DR
This paper constructs special Lagrangian fibrations on the flag variety F^3, providing a geometric framework that enhances understanding of its symplectic and algebraic structures.
Contribution
It introduces explicit constructions of special Lagrangian fibrations on F^3, advancing the study of geometric structures on flag varieties.
Findings
Fibrations are proven to be special
Explicit geometric descriptions of fibrations are provided
Enhances understanding of symplectic structures on F^3
Abstract
One constructs lagrangian fibrations on the flag variety and proves that the fibrations are special.
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