Time: July 4th to September 4th
Every Saturday and Sunday morning from 9:00am to 10:30am, zoom webnar
Webinar ID: 871 6057 8498
Password: 156302
Computational Conformal Geometry
When Fri Jul 3, 2020 9pm – 10:30pm Eastern Time - New York
Where https://us02web.zoom.us/j/87160578498?pwd=WFFNUFh3ekYrYWp6eGJxcDR1UlFHQT09 (map)
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Password: 156302
Description: This is a public lecture series, introducing the fundamental concepts and theorems in computational conformal geometry.Or join by phone:
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Webinar ID: 871 6057 8498
Password: 156302
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Computational conformal geometry is an emerging interdisciplinary discipline that integrates modern basic mathematics and geometry with computer science, extends the theories in modern topology and differential geometry to discrete situations, develops computational methods and is widely used in fields such as computer graphics, computer vision, geometric modeling, networks, computational mechanics, and medical imaging. Its basic algorithms have been adopted by the industry. For example, conformal virtual colonoscopy technology is promoted by Siemens, surface parameterization technology is adopted by the animation film and television industry, and some core algorithms are adopted by game companies (such as Blizzard).
For the past ten years, Lao Gu has taught the course "Computational Conformal Geometry" at the Yau Shing-tung Mathematics Center of Tsinghua University every summer. The course is completely free and open to the entire society. Students come from all over the country, and some students come from Europe, the United States, Hong Kong and Macao. The backgrounds of the students include computer, electronics, automation and other engineering majors, including mathematics, physics and other science majors, as well as biomedicine and other majors; many engineers come from animation design, industrial testing, computational mechanics, fluid mechanics, and doctors in the field of radiology and imaging. Mr. Qiu Chengtong and Lao Gu compiled the contents taught over the years into a book and published "Computational Conformal Geometry - Theory". We will use this book as a teaching material in the future.
Introduction to the tutorial "Computational Conformal Geometry - Theory"

Machine-translated from the Chinese original 计算共形几何暑期网上课程 (published 2020-07-01). WeChat original ↗