We give a characterization of the monodromy group of the second order linear Fuchsian differential equation on the Riemann sphere which has three singular points
AbstractWe study the Padé approximations of first and second kinds of families of so-called Lerch fu...
AbstractIn this paper we construct three infinite series and two extra triples (E8 and Ê8) of compl...
AbstractWe are describing Lamé differential operators with a full set of algebraic solutions. For ea...
We give a characterization of the monodromy group of the second order linear Fuchsian differential e...
In the first three chapters of this dissertation we give an introduction to the theory of ordinary l...
AbstractWe study the generalized Riemann–Hilbert problem, which extends the classical Riemann–Hilber...
AbstractIn this paper, global closed form solutions of multi-parameter families of second order line...
AbstractA minor error in the necessary conditions for the algebraic form of the Lamé equation to hav...
Garnier system of rank N is a system of nonlinear differential equations. Local solutions of dimensi...
AbstractThe Deligne–Simpson problem (DSP) (respectively the weak DSP) is formulated like this: give ...
AbstractIn this paper we study Lamé equations Ln,By=0 in so-called algebraic form, having only algeb...
We give an introduction to the Gauss hypergeometric function, the hypergeometric equation and their ...
In vielen Teilgebieten der Mathematik ist es w"{u}nschenswert, die Monodromiegruppe einer homogenen ...
Algebraic hypergeometric functions can be compactly expressed as radical or dihedral functions on pu...
In this paper we are concerned with the monodromy of Picard-Fuchs differential equations associated ...
AbstractWe study the Padé approximations of first and second kinds of families of so-called Lerch fu...
AbstractIn this paper we construct three infinite series and two extra triples (E8 and Ê8) of compl...
AbstractWe are describing Lamé differential operators with a full set of algebraic solutions. For ea...
We give a characterization of the monodromy group of the second order linear Fuchsian differential e...
In the first three chapters of this dissertation we give an introduction to the theory of ordinary l...
AbstractWe study the generalized Riemann–Hilbert problem, which extends the classical Riemann–Hilber...
AbstractIn this paper, global closed form solutions of multi-parameter families of second order line...
AbstractA minor error in the necessary conditions for the algebraic form of the Lamé equation to hav...
Garnier system of rank N is a system of nonlinear differential equations. Local solutions of dimensi...
AbstractThe Deligne–Simpson problem (DSP) (respectively the weak DSP) is formulated like this: give ...
AbstractIn this paper we study Lamé equations Ln,By=0 in so-called algebraic form, having only algeb...
We give an introduction to the Gauss hypergeometric function, the hypergeometric equation and their ...
In vielen Teilgebieten der Mathematik ist es w"{u}nschenswert, die Monodromiegruppe einer homogenen ...
Algebraic hypergeometric functions can be compactly expressed as radical or dihedral functions on pu...
In this paper we are concerned with the monodromy of Picard-Fuchs differential equations associated ...
AbstractWe study the Padé approximations of first and second kinds of families of so-called Lerch fu...
AbstractIn this paper we construct three infinite series and two extra triples (E8 and Ê8) of compl...
AbstractWe are describing Lamé differential operators with a full set of algebraic solutions. For ea...
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