DOIAbstract
AbstractWe determine the Picard-Fuchs equations for the elliptic modular varieties E3 and E4 associated to an elliptic fibration φ : E → X over a Riemann surface X
AbstractWe determine the Picard-Fuchs equations for the elliptic modular varieties E3 and E4 associated to an elliptic fibration φ : E → X over a Riemann surface X
www.impa.br/∼hossein In this article we consider the three parameter family of elliptic curves Et: y...
Given a variation of Hodge structure over P^1 with Hodge numbers (1,1,...,1), we show how to compute...
In families of Painleve ́ VI differential equations having common algebraic solutions we classify al...
AbstractWe determine the Picard-Fuchs equations for the elliptic modular varieties E3 and E4 associa...
According to a problem of Hirzebruch we look for models of biproducts of elliptic CMcurves with Pica...
This thesis studies some examples of families of K3 surfaces with Picard lattices of maximal rank. T...
Motivated by the relationship of classical modular functions and Picard–Fuchs linear differential eq...
We derive formulas for the construction of all inequivalent Jacobian elliptic fibrations on the Kumm...
The thesis deals with calculating the Picard-Fuchs equation of special one-parameter families of inv...
Why we called the class of two-dimensional Shimura varieties, which are not Hilbert modular, "Picard...
Why we called the class of twodimensional Shimura varieties which are not Hilbert modular Picard m...
Motivated by a problem originating in string theory, we study elliptic fibrations on K3 surfaces wit...
In the first three chapters of this thesis we study two conjectures relating arithmetic with geometr...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
Abstract. We compute the Picard group of the moduli stack of elliptic curves and its canonical compa...
www.impa.br/∼hossein In this article we consider the three parameter family of elliptic curves Et: y...
Given a variation of Hodge structure over P^1 with Hodge numbers (1,1,...,1), we show how to compute...
In families of Painleve ́ VI differential equations having common algebraic solutions we classify al...
AbstractWe determine the Picard-Fuchs equations for the elliptic modular varieties E3 and E4 associa...
According to a problem of Hirzebruch we look for models of biproducts of elliptic CMcurves with Pica...
This thesis studies some examples of families of K3 surfaces with Picard lattices of maximal rank. T...
Motivated by the relationship of classical modular functions and Picard–Fuchs linear differential eq...
We derive formulas for the construction of all inequivalent Jacobian elliptic fibrations on the Kumm...
The thesis deals with calculating the Picard-Fuchs equation of special one-parameter families of inv...
Why we called the class of two-dimensional Shimura varieties, which are not Hilbert modular, "Picard...
Why we called the class of twodimensional Shimura varieties which are not Hilbert modular Picard m...
Motivated by a problem originating in string theory, we study elliptic fibrations on K3 surfaces wit...
In the first three chapters of this thesis we study two conjectures relating arithmetic with geometr...
The largest group which occurs as the rotational symmetries of a three-dimensional reflexive polytop...
Abstract. We compute the Picard group of the moduli stack of elliptic curves and its canonical compa...
www.impa.br/∼hossein In this article we consider the three parameter family of elliptic curves Et: y...
Given a variation of Hodge structure over P^1 with Hodge numbers (1,1,...,1), we show how to compute...
In families of Painleve ́ VI differential equations having common algebraic solutions we classify al...
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