Recent & Upcoming Talks

Implicit and Explicit Matching of Non-Proper Transfer Functions in the Loewner Framework
Implicit and Explicit Matching of Non-Proper Transfer Functions in the Loewner Framework

Jun 28, 2024

Two-step MOR for H-infinity-robust nonlinear controller design
Two-step MOR for H-infinity-robust nonlinear controller design

Mar 21, 2024

Advanced Topics in Systems and Control

A serious of talks and short lectures hosted by the Jiangsu University of Science and Technology.

Nov 23, 2023

The DEAL is here - What now?
The DEAL is here - What now?

An update to my 2020 talk and takes on the DEAL.

Oct 23, 2023

Computational Approaches to H-Infinity-robust Controller Design and System Norms for Large-scale Systems
Computational Approaches to H-Infinity-robust Controller Design and System Norms for Large-scale Systems

The computation of controller gains for the (linearization based) $H_\infty$ robust control of linear (and nonlinear) dynamical systems amounts to the solution of indefinite Riccati equations. For large-scale systems, a direct approach is infeasible because of both computational efforts and memory requirements.

Jun 1, 2023

Low-dimensional linear parameter varying system approximations for nonlinear controller design

A workshop followed by a conference on Nonlinear Model Reduction for Control was held at Virginia Tech during 22-26 May 2023.

May 25, 2023

Numerical Methods in Control and Optimization of Dynamical Systems
Numerical Methods in Control and Optimization of Dynamical Systems

After an introduction into the basic notions and principles of dynamical systems and control, I will address the challenges that come with high-dimensional (or even infinite-dimensional) nonlinear systems and show some recent theoretical and numerical approaches to their solution.

Jan 16, 2023

 Data-driven identification of encoding on quadratic-manifolds for high-fidelity dynamical models
Data-driven identification of encoding on quadratic-manifolds for high-fidelity dynamical models

Jun 7, 2022

Linearization errors as smooth perturbations of coprime factors in linearized Navier-Stokes equations
Linearization errors as smooth perturbations of coprime factors in linearized Navier-Stokes equations

Talk about how linearization errors in the Oseen equations can be classified in terms of coprime factor perturbations.

Sep 30, 2021

Convolutional autoencoders for low-dimensional parameterizations of Navier-Stokes flow
Convolutional autoencoders for low-dimensional parameterizations of Navier-Stokes flow

Jul 8, 2021