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URN etd-0729108-183029 Statistics This thesis had been viewed 3027 times. Download 1171 times. Author Yi-yu Zeng Author's Email Address No Public. Department Math Year 2007 Semester 2 Degree Master Type of Document Master's Thesis Language English Page Count 40 Title The Structure of Solutions for The Conformal Gaussian Curvature Equation on R2 Keyword total curvature Gaussian curvature Gaussian curvature total curvature Abstract The purpose of this thesis is to research the structure of the set of all solutions of the equation Δu + e2u = 0. (1.1)
In chapter 2 we classify the solutions of (1.1) to have a polynomial growth near infinity. In chapter 3 we classify the solutions of (1.1) to have a logarithmic growth
Advisor Committee Yi-nan Tsai - advisor
Fuh-gwo Wang - co-chair
Yung-cheng Wang - co-chair
Files Date of Defense 2008-07-22 Date of Submission 2008-07-31