4 citations · 4 across the 2 of their papers we have counts for
5 papers
A note on periods of Calabi--Yau fractional complete intersections
Tsung-Ju Lee
We prove that the GKZ -module arising from Calabi--Yau fractional complete intersections in toric varieties is complete, i.e., all the solutions to…
On the Complex Affine Structures of SYZ Fibration of Del Pezzo Surfaces
Siu-Cheong Lau, Tsung-Ju Lee, Yu-Shen Lin
Given any smooth cubic curve , we show that the complex affine structure of the special Lagrangian fibration of constructed by Co…
Mirror symmetry for double cover Calabi--Yau varieties
Shinobu Hosono, Tsung-Ju Lee, Bong H. Lian +1
The presented paper is a continuation of the series of papers arXiv:1810.00606 and arXiv:1903.09373. In this paper, utilizing Batyrev and Borisov's duality construction on nef-part…
-hypergeometric systems and relative cohomology
Tsung-Ju Lee, Dingxin Zhang
We investigate the space of solutions to certain -hypergeometric -modules, which were defined and studied by Gelfand, Kapranov, and Zelevinsky. We show that the sol…
A Hodge theoretic criterion for finite Weil--Petersson degenerations over a higher dimensional base
Tsung-Ju Lee
We give a Hodge-theoretic criterion for a Calabi--Yau variety to have finite Weil--Petersson distance on higher dimensional bases up to a set of codimension . The main tool…