A simple formula for the Picard number of K3 surfaces of BHK type
C Lyons, B Olcken - 2020 - projecteuclid.org
The Berglund–Hübsch–Krawitz (BHK) mirror symmetry construction applies to certain types
of Calabi–Yau varieties that are birational to finite quotients of Fermat varieties. Their …
of Calabi–Yau varieties that are birational to finite quotients of Fermat varieties. Their …
Modularity/Automorphy of Calabi–Yau Varieties of CM Type
N Yui - String-Math 2015, 2017 - books.google.com
We consider Calabi–Yau varieties of dimension d≤ 3 defined over Q, and address the
modularity/automorphy of such Calabi–Yau varieties. When the dimension of the associated …
modularity/automorphy of such Calabi–Yau varieties. When the dimension of the associated …