On the classification of elliptic surfaces with q=1.
Peter F. Stiller (1988)
Manuscripta mathematica
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Displaying similar documents to “Projective Models of Shioda Modular Surfaces.”
On the classification of elliptic surfaces with q=1.
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Chen, Min (1998)
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The aim of this paper is to give an explicit extension of classical elliptic integrals to the Hilbert modular case for ℚ (√5). We study a family of Kummer surfaces corresponding to the Humbert surface of invariant 5 with two complex parameters. Our Kummer surface is given by a double covering of the weighted projective space ℙ(1:1:2) branched along a parabola and a quintic curve. The period mapping for our family is given by double integrals of an algebraic function on chambers coming...
Hilbert Modular Surfaces and the Classification of Algebraic Surfaces.
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Antonio Lanteri, Sonia Brivio (1990)
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Modular parametrizations of certain elliptic curves
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Kaneko and Sakai (2013) recently observed that certain elliptic curves whose associated newforms (by the modularity theorem) are given by the eta-quotients can be characterized by a particular differential equation involving modular forms and Ramanujan-Serre differential operator. In this paper, we study certain properties of the modular parametrization associated to the elliptic curves over ℚ, and as a consequence we generalize and explain some of their findings. ...
Poncelet 5-gons and abelian surfaces.
Bernd Jakob (1994)
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Ernst Kani, Wolfgang Schanz (1997)
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