Galois representations for even general special orthogonal groups

Type: Preprint

Publication Date: 2020-01-01

Citations: 0

DOI: https://doi.org/10.48550/arxiv.2010.08408

Locations

  • arXiv (Cornell University) - View - PDF
  • DataCite API - View

Similar Works

Action Title Year Authors
+ PDF Chat GALOIS REPRESENTATIONS FOR EVEN GENERAL SPECIAL ORTHOGONAL GROUPS 2023 Arno Kret
Sug Woo Shin
+ Galois representations for general symplectic groups 2022 Arno Kret
Sug Woo Shin
+ Galois representations for general symplectic groups 2016 Arno Kret
Sug Woo Shin
+ Galois representations for general symplectic groups 2016 Arno Kret
Sug Woo Shin
+ Euler Systems for $\mathrm{GSp}_4 \times \mathrm{GL}_2$ 2020 Chi-Yun Hsu
Zhaorong Jin
Ryotaro Sakamoto
+ PDF Chat On the genericity of cuspidal automorphic forms of $\mathbf{SO}\bm{(2n+1)}$, II 2007 Dihua Jiang
David Soudry
+ PDF Chat On the genericity of cuspidal automorphic forms of SO2n+1 2007 Dihua Jiang
David Soudry
+ PDF Chat On the rigid cohomology of certain Shimura varieties 2016 Michael Harris
Kai‐Wen Lan
Richard Taylor
Jack A. Thorne
+ Motivic Galois representations valued in Spin groups 2020 Shiang Tang
+ On the Rigid Cohomology of Certain Shimura Varieties 2014 Michael Harris
Kai‐Wen Lan
Richard Taylor
Jack A. Thorne
+ On the Rigid Cohomology of Certain Shimura Varieties 2014 M. P. Harris
Kai‐Wen Lan
Richard J. K. Taylor
Jack A. Thorne
+ Some consequences of Arthur's conjectures for special orthogonal even groups 2009 Octavio Paniagua-Taboada
+ Autour de l'\'enum\'eration des repr\'esentations automorphes cuspidales alg\'ebriques de ${\rm GL}_n$ sur $\mathbb{Q}$ de conducteur $>1$ 2020 Guillaume Lachaussée
+ Autour de l'énumération des représentations automorphes cuspidales algébriques de ${\rm GL}_n$ sur $\mathbb{Q}$ de conducteur $>1$ 2020 Guillaume Lachaussée
+ Automorphy of mod 2 Galois representations associated to the quintic Dwork family and reciprocity of some quintic trinomials 2020 Nobuo Tsuzuki
Takuya Yamauchi
+ Exceptional Siegel-Weil theorems for compact $\mathrm{Spin}_8$ 2023 Aaron Pollack
+ PDF Chat Motivic Galois representations valued in Spin groups 2021 Shiang Tang
+ PDF Chat An exceptional Siegel–Weil formula and poles of the Spin L-function of 2020 Wee Teck Gan
Gordan Savin
+ Endoscopic congruences modulo adjoint $L$-values for $\mathrm{GSp}(4)$ 2018 Francesco Lemma
Tadashi Ochiai
+ Cuspidal Automorphic Representations Corresponding to Siegel Modular Forms 2019 Ameya Pitale

Works That Cite This (0)

Action Title Year Authors

Works Cited by This (0)

Action Title Year Authors