Naoki Imai, Takahiro Tsushima
Published 2012-05-03, updated 2019-12-18Version 3
We prove a realization of the local Langlands correspondence for two-dimensional representations of a Weil group of conductor three in the cohomology of Lubin-Tate curves by a purely local geometric method.
Reductions of semi-stable representations using the Iwahori mod $p$ Local Langlands Correspondence
Change of coefficients in the $p \neq \ell$ local Langlands correspondence for $GL_n$
Local Langlands correspondence in rigid families
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