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20182026
most citedStrichartz Estimates for the -Generalized Laguerre Operators

1 citations · 1 across the 6 of their papers we have counts for

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6 papers

math.CO2026

Root lattices over totally real fields

Ryotaro Sakamoto, Miyu Suzuki, Hiroyoshi Tamori

A root lattice is a finite rank -lattice generated by elements satisfying . It is well-known that the root lattices have an classification and the…

math.AP2023★ 1 cited

Strichartz Estimates for the -Generalized Laguerre Operators

Kouichi Taira, Hiroyoshi Tamori

In this paper, we prove Strichartz estimates for the -generalized Laguerre operators which were introduced by Ben Sa\"ıd-Kobayashi-Or…

math.NT2022

Epsilon dichotomy for linear models: the Archimedean case

Miyu Suzuki, Hiroyoshi Tamori

Let or and regarded as a subgroup of . Here, is the quaternion division…

math.RT2021

Classification of irreducible -modules associated to the ideals of minimal nilpotent orbits for simple Lie groups of type

Hiroyoshi Tamori

We classify completely prime primitive ideals whose associated varieties are the closure of the minimal nilpotent orbit of , and classify…

math.NT2019

Iwahori-Hecke algebra and unramified local L-functions

Masao Oi, Ryotaro Sakamoto, Hiroyoshi Tamori

In this paper, we compute the Hecke action of a certain test function on the space of an unramified principal series of a connected reductive group over a non-archimedean local fie…

math.RT2018

Classification of minimal representations of real simple Lie groups

Hiroyoshi Tamori

Based on an idea in [Gan--Savin, Represent. Theory (2005)], we give a classification of minimal representations of connected simple real Lie groups not of type . Actually, we pr…