Basic Information

Faculty

• Faculty of Science

Email Address

• Email Address

  suzuki.miyu.4ckyoto-u.ac.jp

Academic Degree

• 23 Mar. 2017

  京都大学修士（理学）
• 23 Mar. 2020

  京都大学博士（理学）

Academic Resume (Undergraduate School/Majors)

• 東京大学, 理学部数学科, 卒業

Research History

• From Oct. 2022, To Present

  Kyoto University, Graduate School of Science Division of Mathematics
• From Apr. 2020, To Sep. 2022

  Kanazawa University, Faculty of Mathematics and Physics, Institute of Science and Engineering, 日本学術振興会特別研究員(PD)

ID,URL

• ORCID ID

  0000-0001-7770-3837

• J-Global ID

  202101011494320725

• External link

  https://sites.google.com/view/miyu-suzuki/home

researchmap URL

• https://researchmap.jp/miyu-suzuki

Research

Research Topics, Overview of the research

• Research Topics

  My research area is number theory, especially automorphic representations and representations of p-adic groups.

• Overview of the research

  Automorphic L-functions are complex functions associated with certain functions on algebraic groups called automorphic forms. They are expected to play an important role in number theory. In the automorphic representation theory, many researchers are studying automorphic L-functions using techniques of representation theory. In particular, the study of relations between period integrals of automorphic forms and analytic properties of automorphic L-functions is a highly active research area. My research interests are to describe period integrals of automorphic forms and related representations of p-adic groups by using representation theoretic invariants.

Research Areas

• Natural sciences, Algebra

Papers

• Zeta functions and nonvanishing theorems for toric periods on GL(2)

  Miyu Suzuki; Satoshi Wakatsuki

  Tohoku Mathematical Journal, to appear, 2025, Peer-reviewed

  
• Epsilon Dichotomy for Linear Models: The Archimedean Case

  Miyu Suzuki; Hiroyoshi Tamori

  International Mathematics Research Notices, 01 Jun. 2023, Peer-reviewed

  Access this paper :

  
• Linear intertwining periods and epsilon dichotomy for linear models

  Miyu Suzuki; Hang Xue

  Mathematische Annalen, 2024, Peer-reviewed

  
• Distribution of toric periods of modular forms on definite quaternion algebras

  Miyu Suzuki; Satoshi Wakatsuki; Shun’ichi Yokoyama

  Research in Number Theory, Dec. 2022, Peer-reviewed

  
• Classification of standard modules with linear periods

  Miyu Suzuki

  Journal of Number Theory, Jan. 2021, Peer-reviewed

  
• Quaternion distinguished generic representations of GL2n

  Miyu Suzuki

  Israel Journal of Mathematics, Jul. 2020, Peer-reviewed

  
• Quaternion distinguished representations and unstable base change for unitary groups

  Miyu Suzuki

  Journal of Number Theory, Sep. 2019, Peer-reviewed

  
• Correspondence of models under local theta lifting

  Miyu Suzuki

  Journal of Algebra, Aug. 2018, Peer-reviewed

  
• A Casselman–Shalika formula for the generalized Shalika model of SO4n

  Miyu Suzuki

  Pacific Journal of Mathematics, 20 Feb. 2018, Peer-reviewed

  

Presentations

• Distinguished representations and multiplicity formulae

  鈴木美裕

  代数的整数論とその周辺2024, 10 Jan. 2025, Invited

  
• 保型形式の諸側面

  鈴木美裕

  NTT基礎数学セミナー, 09 Aug. 2024, Invited

  
• Existence of linear periods: the archimedean case

  The 9th KTGU Mathematics Workshop for Young Researchers, 03 Oct. 2023, Invited

  
• 保型形式付き概均質ゼータ関数 (1), (2)

  第30回整数論サマースクール「概均質ベクトル空間論の発展」, 07 Sep. 2023

  
• Periods of algeraic modular forms on definite quaternion algebras

  Kobe Number Theory 2023, 06 Jun. 2023, Invited

  
• プラサド・タクルー-ビガシュ予想のアルキメデス類似

  京大談話会, 24 May 2023, Invited

  
• Towards the full epsilon dichotomy for linear periods

  Number Theory in Tokyo, 23 Mar. 2023, Invited

  
• Towards the full epsilon dichotomy for linear periods

  保型形式と数論, 13 Jan. 2023, Invited

  
• 代数的保型形式の周期の非消滅と符号変化

  阪大整数論・保型形式セミナー, 25 Nov. 2022, Invited

  
• 線型周期のε-二分法の精密化, 数論合同セミナー

  京大数論合同セミナー, 11 Nov. 2022

  
• 定値四元数環上の保型形式の周期積分の非消滅と符号変化

  九大代数学セミナー, 28 Oct. 2022, Invited

  
• 周期積分と関数等式

  代数学シンポジウム, 30 Aug. 2022, Invited

  
• Linear periods on representations of GL(n) and its inner forms

  鈴木美裕

  京都保型形式研究集会, 24 Jun. 2022

  
• Distribution of toric periods I

  Miyu Suzuki; Satoshi Wakatsuki; Shun'ichi Yokoyama

  JSIAM meeting (JANT session), 09 Mar. 2022

  
• Explicit mean value formula for periods and L-functions

  Miyu Suzuki

  Japan Europe Number Theory Exchange Seminar (JENTE), 09 Nov. 2021, Invited

  
• Explicit mean values of toric periods and automorphic L-functions

  Miyu Suzuki

  Relative Aspects of the Langlands Program, L-Functions and Beyond Endoscopy (at Centre International de Recontres Mathématiques (CIRM)), 26 May 2021, Invited

  
• Explicit mean values of toric periods and automorphic L-functions

  Miyu Suzuki

  Séminaire Groupes, Algèbre et Géométrie (at University of Poitiers), 01 Apr. 2021, Invited

  
• Linear periods and dichotomy

  Miyu Suzuki

  Friday Tea Time Zoom Seminar (FTTZS), 25 Sep. 2020, Invited

  
• Prehomogeneous zeta functions and toric periods

  Miyu Suzuki

  Mini workshop on prehomogeneous vector spaces, 15 Sep. 2020, Invited

  
• Prehomogeneous zeta functions and toric periods for inner forms of GL(2)

  Miyu Suzuki

  Peking Online International Number Theory Seminar (POINTS) (at Peking Universiry), 17 Jun. 2020, Invited

  
• Representations of inner forms of GL(2n) and linear periods

  Miyu Suzuki

  Hokuriku Number Theory Seminar, 21 May 2020

  
• Representations of inner forms of GL(2n) and linear periods

  Miyu Suzuki

  Joint Number Theory Seminar (at Kyoto University), 08 May 2020

  
• Epsilon dichotomy for linear models for tempered representations

  Miyu Suzuki

  New Developments in Representation Theory of p-adic Groups (at The Mathematisches Forschungsinstitut Oberwolfach (MFO)), 01 Oct. 2019, Invited

  
• On some distinguished representations and base change lift for unitary groups

  Miyu Suzuki

  Workshop on Shimura varieties, representation theory and related topics, 2019, (at Hokkaido University), 18 Jul. 2019, Invited

  
• Quaternion distinguished representations and base change lift

  Miyu Suzuki

  Number Theory Workshop at Waseda University, 15 Mar. 2019, Invited

  
• On some distinguished representations and unstable base change lift for unitary groups

  Miyu Suzuki

  Algebra and Number Theory Seminar (at The University of Arizona), 19 Feb. 2019, Invited

  
• Quaternion distinguished representations and base change lift for unitary groups

  Miyu Suzuki

  East Asian Core Doctoral Forum on Mathematics (at Tohoku University), 09 Jan. 2019, Invited

  
• Quaternion distinguished representations and base change for unitary groups

  Miyu Suzuki

  The 4th KTGU Mathematics Workshop for Young Researchers (at Kyoto University), 29 Sep. 2018, Invited

  
• Quaternion distinguished representations and base change for unitary groups

  Miyu Suzuki

  Kanazawa number theory small conference (at Kanazawa University), 19 Jul. 2018, Invited

  
• Quaternion distinguished representations and base change lift

  Miyu Suzuki

  Joint Number Theory Seminar (at Kyoto University), 06 Jul. 2018

  
• A relative trace formula for quaternionic hermitian matrices

  Miyu Suzuki

  Mathsci freshman seminar 2018 (at Kyoto University), 15 Feb. 2018

  
• On generalized Shalika models for representations of SO(4n)

  Miyu Suzuki

  16th Hiroshima-Sendai Workshop on Number theory (at Hiroshima University), 14 Jul. 2017

  
• On generalized Shalika models for representations of SO(4n)

  Miyu Suzuki

  4th Kyoto conference on automorphic forms (at Kyoto University), 16 Jun. 2017, Invited

  
• On the generalized Shalika model for representations of SO(4n)

  Miyu Suzuki

  Algebra Seminar (at Tohoku University), 11 May 2017, Invited

  
• A Casselman-Shalika formula for the generalized Shalika model of SO(4n)

  Miyu Suzuki

  Kinosaki Seminar 2017, 15 Feb. 2017

  

Education

Teaching subject(s)

• From 01 Apr. 2024, To 31 Mar. 2025

  Calculus with Exercises A

  N149, Spring, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2024, To 31 Mar. 2025

  Linear Algebra with Exercises A

  N151, Spring, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2024, To 31 Mar. 2025

  Exercises in Algebra II

  3152, Fall, Faculty of Science, 4
• From 01 Apr. 2023, To 31 Mar. 2024

  Linear Algebra with Exercises B

  N152, Fall, Institute for Liberal Arts and Sciences, 3
• From 01 Apr. 2023, To 31 Mar. 2024

  Linear Algebra with Exercises A

  N151, Spring, Institute for Liberal Arts and Sciences, 3