Sun Zongliang
  • Educational level:

  • Professional titles: Associate Professor

  • Telephone:0755-26538433

  • Email:moonshoter@163.com , Sunzszl@outlook.com

  • Address:Room 440,Huixing Building

Educational level Professional titles Associate Professor
Professional titles 0755-26538433 Email moonshoter@163.com , Sunzszl@outlook.com
Address Room 440,Huixing Building Personal Profile
Educational experience Work experience
Research Field Research Field is complex analysis in basic mathematics, and his research interests are deformation theory of geometric structures, mainly Teichmuller theory and hyperbolic geometry, covering Riemann surfaces, Fuchs groups, quasi-conformal maps, quadratic differentiation, Teichmuller spaces, mapping taxa, measurable leaf structures, etc. This field is currently a hot spot in international research, and famous mathematicians, including several Fields Prize winners, have directly related work. The theory is closely related to other branches of mathematics (such as differential geometry, low-dimensional topology, ergodic theory, complex dynamical systems) and theoretical physics. In terms of practical application, it can be used to do image processing work. Honors obtained
Academic Programs Scientific research Presided over or participated in the National Natural Science Foundation of China Youth Fund and Guangdong Province Characteristic Innovation Project.

Personal Profile

Sun Zongliang, male, associate professor, native of Linyi, Shandong province. Doctor, post-doctor, master supervisor.

Educational experience

Work experience

Research Field

  • Research Field is complex analysis in basic mathematics, and his research interests are deformation theory of geometric structures, mainly Teichmuller theory and hyperbolic geometry, covering Riemann surfaces, Fuchs groups, quasi-conformal maps, quadratic differentiation, Teichmuller spaces, mapping taxa, measurable leaf structures, etc. This field is currently a hot spot in international research, and famous mathematicians, including several Fields Prize winners, have directly related work. The theory is closely related to other branches of mathematics (such as differential geometry, low-dimensional topology, ergodic theory, complex dynamical systems) and theoretical physics. In terms of practical application, it can be used to do image processing work.

Honors obtained

Academic Programs

Scientific research

  • Presided over or participated in the National Natural Science Foundation of China Youth Fund and Guangdong Province Characteristic Innovation Project.
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