A geometric study of the hypergeometric function with imaginary exponents.
Orbifold-Uniformizing Differential Equations.
Orbifold-Uniformizing Differential Equations. III. Arrangements Defined by 3-Dimensional Primitive Unitary Reflection Groups.
A naive-topological study of the contiguity relations for hypergeometric functions
When the parameters are real, the hypergeometric equation defines a Schwarz triangle. We study a combinatorial-topological property of the Schwarz triangle when the three angles are not necessarily less than π.
Linear Differential Equations in Two Variables of Rank Four. II. The Uniformizing Equation of a Hilbert Modular Orbifold.
On Hirzenbruch's Examples of Surfaces with c21=3c2.
Linear differential Equations in Two Variables of Rank Four. I.
Configuration space of 8 points on the projective line and a 5-dimensional Picard modular group
Monodromy of the hypergeometric differential equation of type (3,6) II. The unitary reflection group of order
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