Seminar
Cellularity and the index of narrowness in topological groups
Prismatic Polylogarithms
Langlands correspondence for Hitchin systems -- global and local
Let X be a smooth projective connected complex curve and G be a complex reductive group. The global Langlands correspondence for Hitchin systems predicts an equivalence between the derived category of quasi-coherent sheaves on the moduli stack of G-Higgs bundles on X, and the similar category for the Langlands dual group of G. After defining the relevant notions and surveying the known results in this direction, I will formulate a local version of this conjecture, where the curve is replaced by a formal disc.
A new characterization of characters and a converse to a theorem of Gauss
Elliptic units, part 2
Elliptic units, part 1
Constructing digraphs with large diameter and small number of distinct eigenvalues
Marius Mitrea - Geometric Estimates for Parabolic Singular Integral Operators
This is part of the Workshop on Harmonic Analysis and Partial Differential Equations
Carmelo Puliatti - Gradients of single layer potentials for elliptic operators with coefficients of DMO-type and applications to elliptic measure
This is part of the Workshop on Harmonic Analysis and Partial Differential Equations