Tables of Calabi--Yau equations
Gert Almkvist (Lund), Christian van Enckevort (Mainz), Duco van, Straten (Mainz), and Wadim Zudilin (Newcastle, NSW)

TL;DR
This paper provides a comprehensive table of all known fourth order Calabi--Yau differential equations, explaining their significance and how they were identified, along with an electronic version for reference.
Contribution
It presents the first complete list of known fourth order Calabi--Yau equations, including methodology and an electronic database.
Findings
A comprehensive table of Calabi--Yau equations
Methodology for identifying these equations
Availability of an electronic version
Abstract
The main part of this paper is a big table containing what we believe to be a complete list of all fourth order equations of Calabi--Yau type known so far. In the text preceding the tables we explain what a differential equation of Calabi--Yau type is and we briefly discuss how we found these equations. We also describe an electronic version of this list.
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Taxonomy
TopicsNonlinear Waves and Solitons · Advanced Algebra and Geometry · Algebraic structures and combinatorial models
