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Yunting Gao

20212025

Research activity per year

Personal profile

Research interests

Algebraic number theory, combinatorics, representation theory

functional degree and its application to explain and present Group-Theoretic Chavelly-Warning theorem.  The most recent and approachable task(idea) is to hold the conditions in this theorem. The key and obstacle is the blank where the functional degree dominates

Key words:Group theory, module theory, finite fields,  finite calculus, arithmetic

 

Research plan: trying to catch the notion of repeating using shimura varieties and achieve Frank Nelson Cole Prize in Algebra in the possible nearest year but patiencetly reading papers' references at first.

Teaching

Tutors:

1. First year undegraduate abstract and analysis summer vacation 2008

2. mathematics for engineering students 2021-2022

3. first-year abstract algebra 2024-2024

4. Introduction to financial modelling 2024-2024

5. Engineering mathematics 2024-2024

6. Linear algebra and calculus Christmas week 2024

7. Optimization Theory 2025-2026

8. Applied Probability 2025-2026-Produce 50 pages of graduate-level lecture notes involved with latex code of transition graph.

Markers:

1. Calculus for Business 2024-2024 total 680 sheets

2. Optimization theory 2025 class test 1 total 107 sheets

Examiners:

1. Engineering mathematics III-2024 both term and semester exams

2. Risk Management-2024 term exam

3. Introduction to Probability and Statistics-2024 term exam

4. Linear algebra-2024 semester exam

5. Convex optimization-2025 class tests

Experience

Conference invited:

1. British Festiva Event 2009 Manchester, UK, attended,

2. Featured Speaker at European Meeting on Applied Science and Engineering 2025 Berlin, Germany, April 14th 15th, invited

Awards and honours

The UK British Festival Award 2008

The South Plains College Dean's List 2022

The Texas Tech Department scholarship 2021

The Hubei Provincial Hope Cup Mathematics Invitational the second award 1995

Personal profile

French: Beginner

German: Beginner

Related documents

Education/Academic qualification

Master, The Lindelof principle, Texas Tech University

1 Jan 2021 → 1 May 2022

Award Date: 1 May 2022

Master, Rewritten of Berczi's construction proof using Grosshan's numerical criterion, ETH Zurich

1 Sept 2010 → 1 Jun 2014

Award Date: 1 Jun 2014

Bachelor, The proof of implicit function theorem , The University of Bath

1 Sept 2007 → 1 May 2010

Award Date: 1 May 2010

External positions

AMS reviewer

28 Feb 2028 → …

ZbMath Reviewer ID 21482.

25 Feb 2025 → …

Person Types

  • Students

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