Research output per year
Research output per year
Research activity per year
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
Tutors:
The British Festival 2008
The Dean's List 2022
French: Beginner
German: Beginner
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
Research output: Chapter in Book or Report/Conference proceeding › Chapter › peer-review
Yunting Gao (Participant)
Activity: Other