Smooth approximation of switched DAEs paper accepted

Our paper 

Mostacciuolo, Elisa; Trenn, Stephan; Vasca, Francesco

A smooth model for periodically switched descriptor systems Journal Article

In: Automatica, vol. 136, no. 110082, pp. 1-8, 2022, (open access).

Abstract | Links | BibTeX

was accepted as brief paper in Automatica.

Counterexample accepted for publication

The details of the counterexample I used in my PhD-thesis to proof that a distributional restriction is not possible in general is now accepted for publication as a paper in the journal Examples and Counterexamples. The reviewing process took quite some time, but in the end it was accepted without any changes.

Trenn, Stephan

Distributional restriction impossible to define Journal Article

In: Examples and Counterexamples, vol. 1, no. 100023, pp. 1-4, 2021, (open access).

Abstract | Links | BibTeX

Two papers accepted for CDC 2021

The following two papers have been accepted for (online) presentation at the 60th IEEE CDC:

Wijnbergen, Paul; Trenn, Stephan

Optimal control of DAEs with unconstrained terminal costs Proceedings Article

In: Proc. 60th IEEE Conf. Decision and Control (CDC 2021), pp. 5275-5280, 2021.

Abstract | Links | BibTeX

Sutrisno,; Trenn, Stephan

Observability and Determinability Characterizations for Linear Switched Systems in Discrete Time Proceedings Article

In: Proc. 60th IEEE Conf. Decision and Control (CDC 2021), pp. 2474-2479, 2021.

Abstract | Links | BibTeX

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, vol. 39, iss. 2, pp. 533-563, 2022, (open access, published online October 2021).

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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 Singular Linear Switched Systems in Discrete Time: Single Switch Case Proceedings Article

In: Proc. European Control Conference (ECC21), pp. 267-292, Rotterdam, Netherlands, 2021.

Abstract | Links | BibTeX

Hossain, Sumon; Trenn, Stephan

Minimal realization for linear switched systems with a single switch Proceedings Article

In: Proc. European Control Conference (ECC21), pp. 1168-1173, Rotterdam, Netherlands, 2021.

Abstract | Links | BibTeX

Chen, Yahao; Trenn, Stephan

On geometric and differentiation index of nonlinear differential-algebraic equations Proceedings Article

In: IFAC-PapersOnLine (Proceedings of the MTNS 2020/21), pp. 186-191, IFAC Elsevier, 2021, (open access).

Abstract | Links | BibTeX

Chen, Yahao; Trenn, Stephan

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

In: Proceedings of 7th IFAC Conference on Analysis and Design of Hybrid Systems (ADHS21), IFAC-PapersOnLine, pp. 187-192, Brussels, Belgium, 2021, (open access).

Abstract | Links | BibTeX

 

SCL article and PAMM papers available as open access

Our accepted journal paper

Wijnbergen, Paul; Trenn, Stephan

Impulse-free interval-stabilization of switched differential algebraic equations Journal Article

In: Systems & Control Letters, vol. 149, pp. 104870.1-10, 2021, (Open Access.).

Abstract | Links | BibTeX

 and the conference contributions

Trenn, Stephan; Unger, Benjamin

Unimodular transformations for DAE initial trajectory problems Proceedings Article

In: PAMM · Proc. Appl. Math. Mech., pp. e202000322, Wiley-VCH GmbH, 2021, (Open Access.).

Abstract | Links | BibTeX

Chen, Yahao; Trenn, Stephan

The differentiation index of nonlinear differential-algebraic equations versus the relative degree of nonlinear control systems Proceedings Article

In: PAMM · Proc. Appl. Math. Mech. 2020, pp. e202000162, Wiley-VCH GmbH, 2021, (Open Access.).

Abstract | Links | BibTeX

are now available online as open access.