HUSCAP logo Hokkaido Univ. logo

Hokkaido University Collection of Scholarly and Academic Papers >
Theses >
博士 (理学) >

Non-Abelian discrete flavor symmetries from modular symmetry in string compactification

Files in This Item:
Takuya_Tatsuishi.pdf681.66 kBPDFView/Open
Please use this identifier to cite or link to this item:https://doi.org/10.14943/doctoral.k13564
Related Items in HUSCAP:

Title: Non-Abelian discrete flavor symmetries from modular symmetry in string compactification
Other Titles: 超弦理論におけるモジュラー対称性由来の非可換離散フレーバー対称性に関する研究
Authors: 立石, 卓也 Browse this author
Issue Date: 25-Mar-2019
Publisher: Hokkaido University
Abstract: Modular symmetry is a symmetry on two dimensional torus T2 typically considered in string compacti cation. First, we study the modular symmetry in magnetized D-brane models on T2. Zero-modes on T2 with magnetic flux M= 2 (in a certain unit) are transformed as doublet of S3 with certain identi cation under the transformation of the modulus. We also study the modular symmetry in heterotic orbifold models. The T2/Z4 orbifold model has the same modular symmetry as the magnetized D-brane model with M= 2. Next, we study lepton flavor models with S3 and A4 symmetries from the modular group. We consider S3 model with flavons and A4 models with no flavon. In A4 model, we classify our neutrino models along with typeI seesaw model, Weinberg operator model, and the Dirac neutrino model.In the normal hierarchy of neutrino masses, the seesaw model is available by taking account for recent experimental data of neutrino oscillations. In the case of inverted hierarchy, the Dirac neutrino model is consistent with experimental data.
Conffering University: 北海道大学
Degree Report Number: 甲第13564号
Degree Level: 博士
Degree Discipline: 理学
Examination Committee Members: (主査) 教授 小林 達夫, 教授 鈴木 久男, 准教授 中山 隆一, 特任准教授 瀬戸 治
Degree Affiliation: 理学院(宇宙理学専攻)
Type: theses (doctoral)
URI: http://hdl.handle.net/2115/74294
Appears in Collections:課程博士 (Doctorate by way of Advanced Course) > 理学院(Graduate School of Science)
学位論文 (Theses) > 博士 (理学)

Export metadata:

OAI-PMH ( junii2 , jpcoar_1.0 )

MathJax is now OFF:


 

 - Hokkaido University