Add to ORKGWe show that the irregular connection on G_m constructed by Frenkel and Gross (Ann Math 170–173:1469–1512, 2009) and the one constructed by Heinloth et al. (Ann Math 177–181:241–310, 2013) are the same, which confirms Conjecture 2.16 of Heinloth et al. (Ann Math 177–181:241–310, 2013)
Let G^v be a complex simple algebraic group. We describe certain morphisms of G^v (O)-equivariant c...
This paper considers a tiny modification of Justin Campbell's construction of the Kontsevich compact...
We prove that any flat G-bundle, where G is a complex connected reductive algebraic group, on the pu...
We show that the irregular connection on G_m constructed by Frenkel and Gross (Ann Math 170–173:1469...
Let G be a simple complex algebraic group. We prove that the irregularity of the adjoint connection ...
Let G be a simple complex algebraic group. We prove that the irregularity of the adjoint connection ...
For a simple complex algebraic group $G$, M. Kamgarpour and D. Sage have shown that the adjoint irre...
Composition du jury : président: Ph. Maisonobe, Université de Nice-Sophia Antipolis; rapporteurs: C....
AbstractDrinfeld shows that the p-adic symmetric space Ωn is the moduli space of formal modules endo...
We compute the monodromy of the mirabolic Harish-Chandra D-module for all but an explicit codimensio...
AbstractLet F be a local non-Archimedean field with ring of integers o and uniformizer ϖ, and fix an...
The paper gives a quick account of the simplest cases of the Hitchin integrable systems and of the K...
We study the action of endomorphisms of a Drinfeld A-module \phi on its de Rham cohomology H_{DR...
We discuss the regularization of certain hypergeometric integrals appearing in 2D CFT, a step needed...
We study algebraic cycles in the moduli space of $\mathrm{PGL}_2$-shtukas, arising from the diagonal...
Let G^v be a complex simple algebraic group. We describe certain morphisms of G^v (O)-equivariant c...
This paper considers a tiny modification of Justin Campbell's construction of the Kontsevich compact...
We prove that any flat G-bundle, where G is a complex connected reductive algebraic group, on the pu...
We show that the irregular connection on G_m constructed by Frenkel and Gross (Ann Math 170–173:1469...
Let G be a simple complex algebraic group. We prove that the irregularity of the adjoint connection ...
Let G be a simple complex algebraic group. We prove that the irregularity of the adjoint connection ...
For a simple complex algebraic group $G$, M. Kamgarpour and D. Sage have shown that the adjoint irre...
Composition du jury : président: Ph. Maisonobe, Université de Nice-Sophia Antipolis; rapporteurs: C....
AbstractDrinfeld shows that the p-adic symmetric space Ωn is the moduli space of formal modules endo...
We compute the monodromy of the mirabolic Harish-Chandra D-module for all but an explicit codimensio...
AbstractLet F be a local non-Archimedean field with ring of integers o and uniformizer ϖ, and fix an...
The paper gives a quick account of the simplest cases of the Hitchin integrable systems and of the K...
We study the action of endomorphisms of a Drinfeld A-module \phi on its de Rham cohomology H_{DR...
We discuss the regularization of certain hypergeometric integrals appearing in 2D CFT, a step needed...
We study algebraic cycles in the moduli space of $\mathrm{PGL}_2$-shtukas, arising from the diagonal...
Let G^v be a complex simple algebraic group. We describe certain morphisms of G^v (O)-equivariant c...
This paper considers a tiny modification of Justin Campbell's construction of the Kontsevich compact...
We prove that any flat G-bundle, where G is a complex connected reductive algebraic group, on the pu...