activity
20092022
most citedApparently non-invariant terms of nonlinear sigma models in lattice perturbation theory

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

collaborators

6 papers

math.RT2022

Unicity of types and local Jacquet--Langlands correspondence

Yuki Yamamoto

Let be a non-archimedean local field. For any irreducible representation of an inner form of , there exists an irredubile repr…

math.GR20221 cited

On Mackey Decomposition for locally profinite groups

Yuki Yamamoto

To study induced representation of some class of groups, Mackey's theory is very useful. In this paper, we consider some generalization of Mackey's theory for locally profinite gro…

math.RT2020

Comparison of types for inner forms of

Yuki Yamamoto

Let be a non-archimedean local field, be a central simple -algebra, and be the multiplicative group of . To construct types for supercuspidal representations of $…

math.NT2019

On the types for supercuspidal representations of inner forms of

Yuki Yamamoto

Let be a non-Archimedean local field, be a central simple -algebra, and be the multiplicative group of . It is known that for every irreducible supercuspidal repr…

math.AC2019

Efficient generation of ideals in core subalgebras of the polynomial ring k[t] over a field k

Naoki Endo, Shiro Goto, Naoyuki Matsuoka +1

This note aims at finding explicit and efficient generation of ideals in subalgebras of the polynomial ring ( a field) such that for some int…

hep-th20094 cited

Apparently non-invariant terms of nonlinear sigma models in lattice perturbation theory

Koji Harada, Nozomu Hattori, Hirofumi Kubo +1

Apparently non-invariant terms (ANTs) which appear in loop diagrams for nonlinear sigma models (NLSs) are revisited in lattice perturbation theory. The calculations have been done…