Skip to content
@col-tasas

Trustworthy Autonomy for Smart Adaptive Systems

Control, Optimization and Learning

Control, Optimization and Learning

SysDO Graph

About Us

The Trustworthy Autonomy for Smart Adaptive Systems (TASAS) group, part of the Institute for Systems Theory and Automatic Control (IST), conducts fundamental research in the modelling, analysis, and control of uncertain linear and nonlinear dynamical systems. Our work spans both model-based and data-driven approaches, as we believe that combining these paradigms is essential for developing safe, efficient, and optimal solutions for complex systems.


Research Focus

Our research lies at the intersection of control theory, optimization, and learning. We pursue both fundamental and applied research, with a focus on:

  • Data-Driven Control Theory
  • System Identification
  • Uncertainty Quantification
  • Optimization
  • Robust Control
  • Dynamical Systems Theory

Our overarching goal is to foster trustworthy autonomy by advancing the design of intelligent systems, with a particular emphasis on applications in sustainable energy systems, smart transportation, and Industry 4.0.


Team

Our team comprises passionate researchers working on cutting-edge problems in control, optimization, and learning.

Group Leader

Members

  • M.Sc. Nicolas Chatzikiriakos
    Title: PhD Candidate
    Research Interests: Learning-based control, Statistical Learning Theory, System Identification
    Personal Website

  • M.Sc. Fabian Jakob
    Title: PhD Candidate
    Research Interests: Optimization Algorithms, Robust Control, Robotics
    Personal Website

  • M.Sc. Massimiliano Manenti
    Title: PhD Candidate
    Research Interests: Optimal Control, Reinforcement Learning, Learning-based Control, and Mobile Robotics
    Personal Website

  • M.Sc. Bowen Song
    Title: PhD Candidate
    Research Interests: Data-driven Control, Policy Optimization
    Personal Website

Popular repositories Loading

  1. 2024-bilinear-end-to-end 2024-bilinear-end-to-end Public

    This repository contains the code from our paper "End-to-end guarantees for indirect data-driven control of bilinear systems with finite stochastic data".

    MATLAB 4

  2. 2024-bounds-finite-set-ID 2024-bounds-finite-set-ID Public

    This repository contains the code from our paper "Sample Complexity Bounds for Linear System Identification from a Finite Set".

    Python 2

  3. 2024-ConvergenceRobustness-VIPI 2024-ConvergenceRobustness-VIPI Public

    This repository contains the code from our paper "Convergence and Robustness of Value Iteration and Policy Iteration for the Linear Quadratic Regulator"

    MATLAB 1

  4. 2024-tvopt-algorithm-analysis 2024-tvopt-algorithm-analysis Public

    This repository contains the code from our paper "A LPV framework for the analysis of time-varying optimization algorithms".

    Jupyter Notebook 1

  5. 2024-DD-adaptive-ETC-LTV 2024-DD-adaptive-ETC-LTV Public

    This repository contains the code from our paper "A hybrid systems framework for data-based adaptive control of linear time-varying systems" which is available on arXiv.

    MATLAB 1

  6. 2025-oco-with-iqcs 2025-oco-with-iqcs Public

    This repository contains code from our paper "Online Convex Optimization and Integral Quadratic Constraints: A new appraoch to regret analysis"

    Jupyter Notebook 1 1

Repositories

Showing 10 of 15 repositories

Top languages

Loading…

Most used topics

Loading…