activity
20182021
most citedAlgebraicity of critical values of adjoint -functions for

1 citations · 2 across the 5 of their papers we have counts for

collaborators

9 papers

math.NT2021

On Deligne's conjecture for symmetric sixth -functions of Hilbert modular forms

Shih-Yu Chen

In this paper, we prove Deligne's conjecture for symmetric sixth -functions of Hilbert modular forms. We extend the result of Morimoto based on a different approach. We define a…

math.NT2021

Algebraicity of critical values of triple product -functions in the balanced case

Shih-Yu Chen

The algebraicity of critical values of triple product -functions in the balanced case was proved by Garrett and Harris, under the assumption that the critical points are on the…

math.NT20211 cited

Algebraicity of critical values of adjoint -functions for

Shih-Yu Chen

We prove an algebraicity result for certain critical value of adjoint -functions for over a totally real number field in terms of the Petersson norm of normalized…

math.NT20201 cited

Algebraicity of the near central non-critical value of symmetric fourth -functions for Hilbert modular forms

Shih-Yu Chen

Let be a cohomological irreducible cuspidal automorphic representation of with central character over a totally real…

math.NT2020

Algebraicity of the central critical values of twisted triple product -functions

Shih-Yu Chen

We study the algebraicity of the central critical values of twisted triple product -functions associated to motivic Hilbert cusp forms over a totally real étale cubic algebra in…

math.NT2019

Gamma factors for the Asai cube representation

Shih-Yu Chen

We prove an equality between the gamma factors for the Asai cube representation of defined by the WeilDeligne representations and the local zeta integr…