We produce an integral model for the modular curve X (Np^ m) X (N pm) over the ring of
integers of a sufficiently ramified extension of Z _p Z p whose special fiber is a semistable …

We give a geometric construction of the Heisenberg–Weil representation of a finite unitary
group by the middle étale cohomology of an algebraic variety over a finite field, whose …

We construct the local Galois representations over the complex field whose Swan
conductors are one by using etale cohomology of Artin-Schreier sheaves on affine lines over …

We construct a family of affinoids in the Lubin–Tate perfectoid space and their formal models
such that the middle cohomology of their reductions realizes the local Langlands …

arXiv:1205.0734v4 [math.NT] 19 Mar 2022 Geometric realization of the local Langlands
correspondence for representations of con Page 1 arXiv:1205.0734v4 [math.NT] 19 Mar 2022 …

We construct a family of affinoids in the Lubin–Tate perfectoid space and their formal models
such that the middle cohomology of the reductions of the formal models realizes the local …

Geometric Realization of the Local Langlands Correspondence for Representations of Conductor
Three Page 1 Publ. RIMS Kyoto Univ. 58 (2022), 49–77 DOI 10.4171/PRIMS/58-1-3 Geometric …

We define affinoids in the Lubin–Tate curve in even equal characteristic, and compute the
reductions of them. Each reduction is isomorphic to a smooth affine curve with Artin …

Affinoids in Lubin-Tate surfaces with exponential full level two Page 1 Contemporary Mathematics
Affinoids in Lubin-Tate surfaces with exponential full level two Naoki Imai and Takahiro …

For curves over the field of p-adic numbers, there are two notions of p-adic integration:
Berkovich-Coleman integrals which can be performed locally, and Vologodsky integrals with …