• 2015-5 — 2019-9
  梅西大学
  数学
  哲学博士学位
• 2012-9 — 2014-9
  奥胡斯大学
  数学
  理学硕士学位
• 2008-9 — 2012-6
  同济大学
  数学与应用数学
  理学学士学位

• 2022-07 — 2023-06
   梅西大学 
• 2019-07 — 2021-06
   梅西大学 

(1) The L^p Teichmüller Theory: Existence and Regularity of Critical Points, G.J. Martin and C. Yao.Arch. Rational Mech. Anal..2024,248 (2)

(2) Non-variational extrema of exponential Teichmüller spaces, G.J. Martin and C. Yao.Complex Anal Synerg.2021,7 (27)

(3) Topological regularity for solutions to the generalised Hopf equation, G.J. Martin and C. Yao.Complex Anal. Oper. Theory.2023,17 (91)

(4) The Teichmüller problem for $L^p$-means of distortion, G.J. Martin and C. Yao.Ann. Fenn. Math..2022,47 (2):1099-1108

(5) Higher regularity and uniqueness for inner variational equations, G.J. Martin and C. Yao.Calc. Var..2021,61 (20)

(6) Extremal mappings of finite distortion and the Radon–Riesz property, G.J. Martin and C. Yao.Rev. Mat. Iberoam..2022,38 (7):2057–2068

1. （包干项目）有限形变映射的最小化问题, 2024/08/23-2027/12/31

1. 拟共形映射的基本理论