Welcome to Anlun Li's homepage! (李安伦)

Basic Information:

I am a junior student at USTC.

Email: lianlun AT mail.ustc.edu.cn

Here is my CV

Life at USTC

• Notes (Written in Chinese version)

  • Algebra3 (2020Fall)
  • Commutative Algebra (2020Fall)

• TA

  • Linear Algebra(B2)(2022Fall)

• Talks

  • Iwasawa Theory @ Hua Loo-Keng Seminar, organized by Prof. Di Yang.

    • Feb. 23, 2022: Introduction( Silde1 )
    • May 25, 2022: Ribet-Herbrand Theorem( Silde2 Final_Report )

• Seminars

  • Sep.2022-Now: Etale cohomology, organized by Prof. Yang Cao

    Reference: Weil conjecture, written by Klingler.

  • Sep. 2022-Now: Lie Groups, organized by my classmates.

    Reference: Lie Groups, written by J. J. Duistermaat and J. A. C. Kolk.

  • July 2022-Aug. 2022: Cohomology, organized by Prof. Lei Zhang

    Reference: Algebraic Geometry, GTM52, Chapter 3

  • Mar. 2022-May 2022: Hodge Theory, organized by Prof. Lei Zhang.

    Reference: HODGE THEORY AND COMPLEX ALGEBRAIC GEOMETRY I, written by Claire Voisin.

  • Sept. 2021-Now: Introduction to Number Theory, organized by Prof. Di Yang.

    Reference: 数论导引 (Introduction to Number Theory), written by 华罗庚(Loo-Keng Hua).

  • May 2021- June 2021: P-adic Numbers, organized by Asso. Prof. Jinxing Xu, Asso. Prof. Yihuang Shen.

    Reference: p-adic Numbers, p-adic Analysis, and Zeta-Functions, written by Neal Koblitz.

• Research

  • 2021Fall University Student Innovation Program: Witt Vectors, advised by Asso. Prof. Jinxing Xu

• Moments & Activities Link

Awards

• 2022Summer Algebra and Number Theory of S.-T.Yau College Student Mathematics Contests(Winning prize)
• 2020-2021 Outstanding Student Scholarship (Grade 1)
• 2021Spring Algebra and Number Theory of S.-T.Yau College Student Mathematics Contests(Winning prize)
• 2021Spring Chinese Mathematical Competitions for University Students(Second prize)
• 2019-2020 Outstanding Student Scholarship (Grade 1)
• 2019Fall Outstanding Freshman Scholarship

Relevant Skills

• Chinese(native)
• English(TOEFL:27(R)+26(L)+21(S)+23(W)=97)
• $LATEX$$\LaTeX$(intermediate)

Last Updated: 2022/8/28