4 papers
Central algebraic cohomology of Galois gerbes
Taeyeoup Kang
We study central algebraic cohomology of Galois gerbes over local fields of characteristic zero and number fields, with coefficients in a connected reductive group and an algebraic…
Abelian Galois cohomology of quasi-connected reductive groups
Mikhail Borovoi, Taeyeoup Kang
In 1999 Labesse introduced quasi-connected reductive groups and investigated their abelian Galois cohomology over local and global fields of characteristic 0. We (1) generalize som…
Stable orbital integrals for classical Lie algebras and smooth integral models
Sungmun Cho, Taeyeoup Kang, Yuchan Lee
A main goal of this paper is to introduce a new description of the stable orbital integral for a regular semisimple element and for the unit element of the Hecke algebra in the cas…
On the Siegel series in terms of lattice counting
Sungmun Cho, Taeyeoup Kang
In this paper we describe each coefficient of the Siegel series associated to a quadratic -lattice in terms of lattice counting problems, where is…