Motivic Zeta Functions of the Quartic and its Mirror Dual
File(s)1505.03284v1.pdf (167.93 KB)
Accepted version
Author(s)
Nicaise, J
Overholser, DP
Ruddat, H
Type
Working Paper
Abstract
We use a formula of Bultot to compute the motivic zeta function for the toric
degeneration of the quartic K3 and its Gross-Siebert mirror dual degeneration.
We check for this explicit example that the identification of the logarithm of
the monodromy and the mirror dual Lefschetz operator works at an integral
level.
degeneration of the quartic K3 and its Gross-Siebert mirror dual degeneration.
We check for this explicit example that the identification of the logarithm of
the monodromy and the mirror dual Lefschetz operator works at an integral
level.
Date Issued
2016
Citation
String-Math 2014, 2016, pp.204-215
Start Page
204
End Page
215
Journal / Book Title
String-Math 2014
Proceedings of Symposia in Pure Mathematics
Copyright Statement
© The Authors
Sponsor
Commission of the European Communities
Identifier
http://arxiv.org/abs/1505.03284v1
Grant Number
306610
Subjects
math.AG
math.AG
11G42, 14M25, 14D05, 14E18, 14G10
Notes
12 pages, 6 figures