[Turkmath:4452] Seminar on April 17, 2020 - Department of Mathematics Yeditepe University

[Mehmet Akif Erdal]

Dear list members,

Due to the current situation, we continue our seminars online. You are most
cordially invited to the first E-seminar of this semester, organized by the
Department of Mathematics Yeditepe University.


Title: Minimal surfaces and smooth autonomous dynamical systems in 2D

Speaker: Tuna Bayrakdar (Yeditepe University)

Abstract: In this talk, an autonomous dynamical system on a
two-dimensional manifold $M$ will be identified with an exterior
differential system $\left(\Sigma,\mathcal{I}\right)$, where $\Sigma$ is a
three-dimensional Riemannian manifold in $\mathbb{R}\times TM\simeq
J^1(\mathbb{R},M)$ and $\mathcal{I}$ is the Pfaffian system generated by
the contact forms on $\Sigma$. We will show that it is possible to
construct a minimal but not necessarily totally geodesic surface in
$\Sigma$ characterized by the corresponding dynamical system. As a
particular case, a nontrivial minimal surface in the Heisenberg group will
be discussed.

Date: Friday, April 17, 2020
Time: 13:00
Google Meet Code: 7tpmathseminars

Ps:  If you are not within the Yeditepe University Network and willing to
join the seminar, please contact me before the seminar time so that I can
send an invitation link.
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