Conformal geometry examines transformations that preserve angles, revealing deep interrelations between geometry and analysis. When combined with nonlinear elliptic equations—which are characterised ...
Conformal mapping and surface parameterization techniques form a cornerstone of modern computational geometry and applied mathematics. By enabling the transformation of complex surfaces onto canonical ...
The objective of this project is the development of techniques that bring together ideas from conformal geometry and microlocal analysis to study global evolution problems for the Einstein field ...
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