Events
Department of Mathematics and Statistics
Texas Tech University
The notion of great antipodal sets of a Riemannian manifold was introduced in [B.-Y. Chen and T. Nagano, Un invariant geometrique riemannien, C.R. Acad. Sci. Paris Math. 295 (1982), 389–391]. Later, great antipodal sets have been studied by a number of mathematicians and was shown that great antipodal sets relate closely with several important areas in mathematics.
In this talk, I will present this geometric notion and explain how this geometric notion can be applied to several important areas in mathematics.
Please watch online via this Zoom link.
 | Wednesday Apr. 9 4:00 Math011
| | Applied Mathematics and Machine Learning TBA Gregory Fasshauer Department of Mathematics, Colorado School of Mines
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Abstract.
When: 4:00 pm (Lubbock's local time is GMT -6)
Where: room Math 011 (Math Basement)
ZOOM details:
- Choice #1: use this link
Direct Link that embeds meeting and ID and passcode.
- Choice #2: join meeting using this link
Join Meeting, then you will have to input the ID and Passcode by hand:
* Meeting ID: 979 1333 6658
* Passcode: Applied (Note the capital letter "A")
abstract 2 PM CDT (UT-5)
Zoom link available from Dr. Brent Lindquist upon request.