ncku-talk2022-04-15

Colloquium

DATE 2022-04-15　11:10-12:00

PLACE 數學系館 1F3173教室

SPEAKER 林俊吉教授（國立臺灣師範大學數學系）

TITLE An Approach of Geometric Flows for The Path-Planning Problem --- Motivated by Geometric Control Theory and Quantum Circuit Design
線上專題演講

ABSTRACT 線上專題演講
Given a set of points $\{p_0,\cdots,p_q\}$ in a (sub-)Riemannian manifold, how to find a curve connecting these points in the given order and fulfilling with certain smoothness and constraints is called the path-planning problem.
Such a problem is motivated by several disciplines including geometric control theory and quantum circuit design. In this talk, I would like to present the setting of problems, the connection with various disciplines, and the approach of geometric flows.
會議鏈結: https://nckucc.webex.com/nckucc/j.php?MTID=mea1e826b75789e733cb888b0375e6df7
會議號: 2511 785 0863

Colloquium

DATE	2022-04-15　11:10-12:00

PLACE	數學系館 1F3173教室

SPEAKER	林俊吉教授（國立臺灣師範大學數學系）

TITLE	An Approach of Geometric Flows for The Path-Planning Problem --- Motivated by Geometric Control Theory and Quantum Circuit Design 線上專題演講

ABSTRACT	線上專題演講 Given a set of points $\{p_0,\cdots,p_q\}$ in a (sub-)Riemannian manifold, how to find a curve connecting these points in the given order and fulfilling with certain smoothness and constraints is called the path-planning problem. Such a problem is motivated by several disciplines including geometric control theory and quantum circuit design. In this talk, I would like to present the setting of problems, the connection with various disciplines, and the approach of geometric flows. 會議鏈結: https://nckucc.webex.com/nckucc/j.php?MTID=mea1e826b75789e733cb888b0375e6df7 會議號: 2511 785 0863