Downloads
Undergraduate
Common Forms (For MA/PhD)
Application for Research room and Locker
Trend of Mathematics Research (Colloquium)
Attending off-campus talks could redeem talks in the Depart. At most 2 times per semester.
Topics of off-campus talks should be Mathematics-related. Photos of attending should be attached.
- Please submit reports to Mr. Huang (buddin@ntnu.edu.tw) before final grades are uploaded.
Advisor
Degree Examination
- 申請表單Forms
- 碩博士班論文考試申請書(ODT)(PDF) 110.04.30 update
Application Form for Final Defense - 碩博士班論文指導教授推薦書(ODT)(PDF)
Recommendation Letter from Advisor - 碩博士班口試委員調查表(ODT)(PDF) 110.04.29 update
Oral Examiner List of Graduate Thesis Defense - 學位論文學術倫理聲明書(PDF) 110.04.30 update
Declaration of Academic Integrity - 「博」士學位考試委員(ODT)(PDF) 110.04.29 update
Oral Examiner List of Doctoral Thesis Defense
- 碩博士班論文考試申請書(ODT)(PDF) 110.04.30 update
- 口試前1-3天需繳交資料Submit within three days before oral exam
- 論文原創性比對系統報告書(PDF) 110.04.30更新
The Originality Report of the Thesis
- 論文原創性比對系統報告書(PDF) 110.04.30更新
- 口試後需繳交資料Submit within one week after oral exam
- 口試紀錄表(ODT)
The Minutes of the Thesis Defense
- 口試紀錄表(ODT)
- 注意事項Notes
- 研究生學位論文考試程序Procedure 110.04.30 update
- 論文封面格式 Thesis cover format 110.04.29 update
- 裝訂及頁碼格式 Thesis Order and Numbering 110.04.29 update
- 師大學位論文服務平台 NTNU Thesis & Dissertations Services
Department Leaving
Master
Academic Regulations
Doctoral
Academic Regulations
Qualifying Examination
- After enrollment of doctoral degree/program, student could apply a qualification examination of Ph.D. candidate. The examinations take place in April or October every year. It should be applied one month in advance. For taking an examination in April, it should be applied by 20th March. For taking an examination in October, it should be applied by 20th September.
- Mathematics Section
- Application Form of Qualifying Examination (ODT)( PDF)
- Scope
- Real Analysis
- Modern Algebra
- Geometry & Topology
- Probability & Statistics
- Differential Equations (ODEs or PDEs)
- Combinatorics
- Sample Questions From Previous Exams
- Real Analysis
- Geometry & Topology
- Modern Algebra
- Probability & Statistics
- Differential Equations (ODEs or PDEs)
- Combinatorics
- Distribution of Previous Exams
Thesis Research Proposal Examination
Presentation