
Geometry and Topology Weekly Seminar

سمینار هفتگی هندسه و توپولوژی




TITLE

Counting Minimal tori in Riemannian Manifolds



SPEAKER




TIME

Wednesday, July 10, 2024,


15:30  17:00




VENUE 
Lecture Hall 1, Niavaran Bldg.



SUMMARY 


The problem of counting closed geodesics in Riemannian Manifolds of con
stant negative curvature has been of interest for many years. A method for counting geodesics in manifolds with arbitrary curvature is introduced by Eftekhary. Minimal surfaces in a Riemannian manifold are higher dimensional gener
alizations of closed geodesics. A natural question is how to count these types of submanifolds. We introduce a function which counts minimal tori in a Riemannian manifold (M, g) with dim M > 4. Moreover, we show that this count function is invariant under perturbations of the metric.
Looking forward to seeing you
organizers




تهران، ضلع جنوبی
ميدان شهيد باهنر (نياوران)، پژوهشگاه
دانشهای بنيادی، پژوهشکده رياضيات
School of
Mathematics, Institute for Research in
Fundamental Sciences (IPM), Niavaran
Bldg., Niavaran Square, Tehran
ipmmath@ipm.ir
♦ +98 21
22290928 ♦
math.ipm.ir 


