期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2020; 14 (3)
We show that the general Clifford double mirrors constructed in [BL18] are derived equivalent.
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2020; 14 (3)
We study the E-1-degeneration of the logarithmic Hodge to de Rham spectral sequence of the special fiber of a proper semistable family over a discrete......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2020; 14 (3)
A Weierstrass fibration is an elliptic fibration Y -> B whose total space Y may be given by a global Weierstrass equation in a P-2-bundle over B. I......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2020; 14 (4)
From the viewpoint of mirror symmetry, we revisit the hypergeometric system E(3, 6) for a family of K3 surfaces. We construct a good resolution of the......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2019; 13 (1)
The Labastida-Marino-Ooguri-Vafa (LMOV) invariants are the open string BPS invariants which are expected to be integers based on the string duality co......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2018; 12 (1)
Using contour deformations and integrations over modular forms, we compute certain Bessel moments arising from diagrammatic expansions in two-dimensio......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2018; 12 (2)
Drawing on Vanhove's contributions to mixed Hodge structures for Feynman integrals in two-dimensional quantum field theory, we compute two families of......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2018; 12 (4)
In this paper, we study the zero loci of locally constant sheaves of the form delta II, where Pi is the period sheaf of the universal family of CY hyp......
期刊： COMMUNICATIONS IN NUMBER THEORY AND PHYSICS, 2017; 11 (4)
We study the limit of Calabi-Yau modular forms, and in particular, those resulting in classical modular forms. We then study two parameter families of......
