- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Differential Geometry
- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Differential Geometry
- Scalar Curvature
- Engineering
- Industrial Engineering
- Industrial Processes
- Additive Manufacturing
- Differential Geometry
- Mean Curvature Flow
Gromov's Dihedral Extremality and Rigidity Conjectures and Their Applications - Part 3
Harvard CMSA via YouTube
Build the Finance Skills That Lead to Promotions — Not Just Certificates
Google AI Professional Certificate - Learn AI Skills That Get You Hired
Overview
Google, IBM & Meta Certificates — All 10,000+ Courses at 40% Off
One annual plan covers every course and certificate on Coursera. 40% off for a limited time.
Get Full Access
Watch a one-hour lecture from the Harvard CMSA General Relativity Workshop where Texas A&M professor Zhizhang Xie explores Gromov's dihedral extremality and rigidity conjectures for compact manifolds with corners. Delve into how these mathematical concepts serve as localized versions of the positive mass theorem, examining their implications for geometry and mathematical physics. Learn about recent developments in proving these conjectures and their practical applications, including a solution to the Stoker conjecture, based on collaborative research with Jinmin Wang and Guoliang Yu.
Syllabus
Zhizhang Xie | Gromov’s dihedral extremality/rigidity conjectures and their applications III
Taught by
Harvard CMSA