Quasi-feedback forms paper accepted

Our manuscript

Berger, Thomas; Ilchmann, Achim; Trenn, Stephan

Quasi feedback forms for differential-algebraic systems Journal Article

In: IMA Journal of Mathematical Control and Information, 2021, (to appear).

Abstract | Links | BibTeX

was accepted for publication and will appear in a special issue dedicated to the work of Nicos Karcanias who shared our interest in descriptor systems and normal forms.

Final version of conference papers submitted

In the last few days we have prepared the final version of some accepted conference papers, I have therefore updated the preprints of the following papers:

Sutrisno,; Trenn, Stephan

Observability of Switched Linear Singular System in Discrete Time: Single Switch Case Inproceedings

In: Proc. European Control Conference (ECC21), Rotterdam, Netherlands, 2021, (to appear).

Abstract | Links | BibTeX

Hossain, Sumon; Trenn, Stephan

Minimal realization for linear switched systems with a single switch Inproceedings

In: Proc. European Control Conference (ECC21), Rotterdam, Netherlands, 2021, (to appear).

Abstract | Links | BibTeX

Chen, Yahao; Trenn, Stephan

On geometric and differentiation index of nonlinear differential-algebraic equations Inproceedings

In: Proceedings of the MTNS 2020/21, 2021, (to appear).

Abstract | Links | BibTeX

Chen, Yahao; Trenn, Stephan

An approximation for nonlinear differential-algebraic equations via singular perturbation theory Inproceedings

In: Proceedings of 7th IFAC Conference on Analysis and Design of Hybrid Systems (ADHS21), IFAC Brussels, Belgium, 2021, (to appear).

Abstract | Links | BibTeX

 

MCSS paper available as open access

Our paper

Borsche, Raul; Kocoglu, Damla; Trenn, Stephan

A distributional solution framework for linear hyperbolic PDEs coupled to switched DAEs Journal Article

In: Mathematics of Control, Signals, and Systems (MCSS), 32 , pp. 455-487, 2020, (Open Access).

Abstract | Links | BibTeX

has now appeared and is available as open access.

Automatica and IEEE TAC papers accepted

Our following papers were accepted for publication in Automatica and IEEE Transactions on Automatic Control, I have updated the preprint and will add bibliographical data as soon as possible.

Iervolino, Raffaele; Trenn, Stephan; Vasca, Francesco

Asymptotic stability of piecewise affine systems with Filippov solutions via discontinuous piecewise Lyapunov functions Journal Article

In: IEEE Transactions on Automatic Control, 66 (4), pp. 1513-1528, 2021.

Abstract | Links | BibTeX

Anh, Pham Ky; Linh, Pham Thi; Thuan, Do Duc; Trenn, Stephan

Stability analysis for switched discrete-time linear singular systems Journal Article

In: Automatica, 119 (109100), 2020.

Abstract | Links | BibTeX

[Update] For the Automatica paper there is a 50-day free download available.

Final versions of ECC and IFAC papers

All our submissions to ECC’20 and IFAC World Congress 2020 were accepted for publication. I have updated the preprints to the final version and as soon as the bibliographical data is available I will also update those.

Wijnbergen, Paul; Jeeninga, Mark; Trenn, Stephan

On stabilizability of switched differential algebraic equations Inproceedings

In: IFAC-PapersOnLine 53-2, pp. 4304-4309, 2020, (Proc. IFAC World Congress 2020, Berlin, Germany. Open access.).

Abstract | Links | BibTeX

Hossain, Sumon; Trenn, Stephan

A time-varying Gramian based model reduction approach for Linear Switched Systems Inproceedings

In: IFAC PapersOnline 53-2, pp. 5629-5634, 2020, (Proc. IFAC World Congress 2020, Berlin, Germany. Open access.).

Abstract | Links | BibTeX

Wijnbergen, Paul; Trenn, Stephan

Impulse controllability of switched differential-algebraic equations Inproceedings

In: Proc. European Control Conference (ECC 2020), pp. 1561-1566, Saint Petersburg, Russia, 2020.

Abstract | Links | BibTeX

Lee, Jin Gyu; Berger, Thomas; Trenn, Stephan; Shim, Hyungbo

Utility of edge-wise funnel coupling for asymptotically solving distributed consensus optimization Inproceedings

In: Proc. European Control Conference (ECC 2020), pp. 911-916, Saint Petersburg, Russia, 2020.

Abstract | Links | BibTeX

Asymptotic funnel control paper top downloaded in PAMM

My short paper about asymptotic funnel control (see below) was one of the most downloaded papers of the PAMM in 2019!

Trenn, Stephan

Asymptotic tracking with funnel control Inproceedings

In: PAMM - Proc. Appl. Math. Mech., WILEY-VCH Verlag, 2019, (online).

Abstract | Links | BibTeX

Final versions of CDC papers uploaded

I have uploaded the final version of my three accepted CDC papers

Lee, Jin Gyu; Trenn, Stephan

Asymptotic tracking via funnel control Inproceedings

In: Proc. 58th IEEE Conf. Decision Control (CDC) 2019, pp. 4228-4233, Nice, France, 2019.

Abstract | Links | BibTeX

Trenn, Stephan; Unger, Benjamin

Delay regularity of differential-algebraic equations Inproceedings

In: Proc. 58th IEEE Conf. Decision Control (CDC) 2019, pp. 989-994, Nice, France, 2019.

Abstract | Links | BibTeX

Anh, Pham Ky; Linh, Pham Thi; Thuan, Do Duc; Trenn, Stephan

The one-step-map for switched singular systems in discrete-time Inproceedings

In: Proc. 58th IEEE Conf. Decision Control (CDC) 2019, pp. 605-610, Nice, France, 2019.

Abstract | Links | BibTeX

Indiscernibility paper to appear in Automatica

Our paper

Patil, Deepak; Tesi, Pietro; Trenn, Stephan

Indiscernible topological variations in DAE networks Journal Article

In: Automatica, 101 , pp. 280-289, 2019.

Abstract | Links | BibTeX

was recently accepted for publications in Automatica, as soon as I have the final bibliographical data I will update the corresponding entry in my publication list.

Detectability paper accepted in Automatica

Our paper

Tanwani, Aneel; Trenn, Stephan

Detectability and observer design for switched differential algebraic equations Journal Article

In: Automatica, 99 , pp. 289-300, 2019.

Abstract | Links | BibTeX

is accepted for publication in Automatica as a regular paper. Once the exact publication details are available, I will update the information on my Publication page and will also add a doi-link.