[in Journal: International Journal of Mathematics] AND [Keyword: Modular Forms] : Search

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Search name	Searched On	Run search
[in Journal: Journal of Biological Systems] AND [Keyword: Interventions] (1)	27 Mar 2025	Run
[in Journal: Functional Materials Letters] AND [Keyword: Nanomaterials] (4)	27 Mar 2025	Run
[in Journal: International Journal of Mathematics] AND [Keyword: Modular Forms] (1)	27 Mar 2025	Run
[in Journal: Journal of Algebra and Its Applications] AND [Keyword: Configuration] (2)	27 Mar 2025	Run
[in Journal: Biomedical Engineering: Applications, Basis and Communications] AND [K... (1)	27 Mar 2025	Run

articleNo Access
MODULAR CALABI–YAU THREEFOLDS OF LEVEL EIGHT
- SLAWOMIR CYNK and
- CHRISTIAN MEYER
International Journal of Mathematics01 Mar 2007
Preview Abstract
In the studies on the modularity conjecture for rigid Calabi–Yau threefolds several examples with the unique level 8 cusp form were constructed. According to the Tate conjecture, correspondences inducing isomorphisms on the middle cohomologies should exist between these varieties. In the paper, we construct several examples of such correspondences. In the constructions elliptic fibrations play a crucial role. In fact we show that all but three examples are in some sense built upon two modular curves from the Beauville list.

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