His primary scientific interests are in Conformal map, Topology, Artificial intelligence, Surface and Computer vision. Conformal map is a subfield of Mathematical analysis that Xianfeng Gu tackles. His Mathematical analysis research incorporates themes from Surface, Curvature and Ricci flow.
He has researched Topology in several fields, including Singularity, Mesh parameterization, Differential form and Graphics. Many of his studies on Artificial intelligence apply to Polygon mesh as well. Xianfeng Gu interconnects Rectangle and Noise shaping in the investigation of issues within Surface.
Xianfeng Gu focuses on Conformal map, Topology, Surface, Artificial intelligence and Mathematical analysis. His Conformal map study is focused on Geometry in general. The various areas that Xianfeng Gu examines in his Topology study include Parametrization, Shape analysis and Texture mapping.
His Surface research also works with subjects such as
His main research concerns Conformal map, Algorithm, Surface, Artificial intelligence and Polygon mesh. The concepts of his Conformal map study are interwoven with issues in Distortion, Texture mapping, Graphics, Computation and Ricci flow. His studies deal with areas such as Quadrilateral, Divisor and Holomorphic function, Parallelizable manifold, Topology as well as Surface.
His study ties his expertise on Planar together with the subject of Topology. His research in Artificial intelligence intersects with topics in Point, Computer vision and Pattern recognition. His Polygon mesh research is multidisciplinary, incorporating elements of Ruppert's algorithm, Computer graphics, Curvature and Parameterized complexity.
The scientist’s investigation covers issues in Artificial intelligence, Algorithm, Ricci flow, Mode and Autoencoder. His biological study spans a wide range of topics, including Point, Diffeomorphism and Computer vision. In his work, Surface is strongly intertwined with Complex geometry, which is a subfield of Computer vision.
In his research on the topic of Algorithm, Robustness, Polycube, Surface and Polygon mesh is strongly related with Computer graphics. His work deals with themes such as Conformal map, Computational geometry and Metric, which intersect with Ricci flow. The Conformal map study combines topics in areas such as Mesh generation and Mesh parameterization.
This overview was generated by a machine learning system which analysed the scientist’s body of work. If you have any feedback, you can contact us here.
Xianfeng Gu;Steven J. Gortler;Hugues Hoppe.
international conference on computer graphics and interactive techniques (2002)
Genus zero surface conformal mapping and its application to brain surface mapping
Xianfeng Gu;Yalin Wang;T.F. Chan;P.M. Thompson.
IEEE Transactions on Medical Imaging (2004)
Global conformal surface parameterization
Xianfeng Gu;Shing-Tung Yau.
symposium on geometry processing (2003)
Wireless Sensor Networks
Miao Jin;Xianfeng Gu;Ying He;Yalin Wang.
Fundamentals of spherical parameterization for 3D meshes
Craig Gotsman;Xianfeng Gu;Alla Sheffer.
international conference on computer graphics and interactive techniques (2003)
Hongyu Wang;Ying He;Xin Li;Xianfeng Gu.
Computer-aided Design (2008)
Pedro V. Sander;Xianfeng Gu;Steven J. Gortler;Hugues Hoppe.
international conference on computer graphics and interactive techniques (2000)
Discrete Surface Ricci Flow
M. Jin;J. Kim;F. Luo;X. Gu.
IEEE Transactions on Visualization and Computer Graphics (2008)
Xianfeng Gu;Ying He;Hong Qin.
Graphical Models /graphical Models and Image Processing /computer Vision, Graphics, and Image Processing (2006)
Computing conformal structures of surfaces
Xianfeng Gu;Shing-Tung Yau.
Communications in information and systems (2002)
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