Video: Aaron Welters, "On the Cherkaev-Gibiansky Method and its Applications: Bounds on Schur Complements of Dissipative Operators via Minimization Variational Principles"

Video From 19w5209: Herglotz-Nevanlinna Theory Applied to Passive, Causal and Active Systems

Aaron Welters, Florida Institute of Technology - Melbourne

Thursday, October 10, 2019 13:34 - 14:12

On the Cherkaev-Gibiansky Method and its Applications: Bounds on Schur Complements of Dissipative Operators via Minimization Variational Principles

Aaron Welters, Video: On the Cherkaev-Gibiansky Method and its Applications: Bounds on Schur Complements of Dissipative Operators via Minimization Variational Principles

Aaron Welters, On the Cherkaev-Gibiansky Method and its Applications: Bounds on Schur Complements of Dissipative Operators via Minimization Variational Principles, Herglotz-Nevanlinna Theory Applied to Passive, Causal and Active Systems, BIRS, BIRS talk, 19w5209, math, mathematics, video

Banff International Research Station

presentation

mpeg4

188M

http://www.birs.ca/events/2019/5-day-workshops/19w5209/videos

http://www.birs.ca/events/2019/5-day-workshops/19w5209/videos/watch/201910101334-Welters.html

Download this video (188M)