Computational conformal geometry is an emerging interdisciplinary field, combining modern geometry with computer science. This talk covers some fundamental algorithms such as surface Ricci flow, Teichmueller map, optimal transport map, meromorphic differential and their applications.
Computational conformal geometry has been applied in a broad range of fields in both engineering and medicine. The applications include global surface parameterization in computer graphics, surface registration and dynamic shape tracking in computer vision, structural mesh generation in computer aided engineering and so on.
雷娜，大连理工大学国际信息与软件学院党总支书记，教授，博士生导师。主持国家杰出青年科学基金项目、国家重点研发计划课题、国家自然科学基金重点项目、面上项目以及中央部委创新项目等。学术成果多次被菲尔兹奖获得者或美国科学院院士等在国际会议上介绍；获得的知识产权在工业界成功应用。担任网格生成领域国际顶会IMR 唯一亚洲Committee member。获得世界华人数学家大会最佳论文奖。
学校主页