Stephan Trenn und Thomas Berger - Info zur Person

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Surveys in Differential-Algebraic Equations IVbooks.google.de › books

books.google.de

Thomas Berger, Timo Reis, and Stephan Trenn Abstract We investigate different concepts related to observability of linear constant coefficient ...

Edge-wise funnel output synchronization of heterogeneous agents ...arxiv.org › eess

arxiv.org

· Authors:Jin Gyu Lee, Thomas Berger, Stephan Trenn, Hyungbo Shim · Download PDF. Abstract: In a recent work by three of the authors, ...

Hamburger Beiträge zur Angewandten Mathematik: Preprints

preprint.math.uni-hamburg.de

Thomas Berger, Timo Reis and Stephan Trenn ... Zum wurden die Reihen A-F der Hamburger Beiträge zur Angewandten Mathematik (HBAM) aufgelöst.

Timo Reis - uni-hamburg.de

www.math.uni-hamburg.de

Thomas Berger, Timo Reis, Stephan Trenn Observability of linear differential-algebraic systems - a survey A. Ilchmann and T. Reis (eds): Surveys in Differential-Algebraic Equations IV, pp ,

Timo Reis

www.math.uni-hamburg.de

Timo Reis FB Mathematik Universität Hamburg ... Eingereichte Arbeiten: Thomas Berger, Timo Reis, Stephan Trenn Observability of linear differential-algebraic systems

[PDF] Observability of linear differential-algebraic systems – a surveymath.uni-paderborn.de › ag-systemtheorie › BergReisTren

math.uni-paderborn.de

Thomas Berger, Timo Reis and Stephan Trenn. Abstract We investigate different concepts related to observability of linear con-.

Raul Borsche
Holger Koenigs
Ronny Trenn

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Stephan Trenn und Thomas Berger Person-Info

Surveys in Differential-Algebraic Equations IVbooks.google.de › books

Edge-wise funnel output synchronization of heterogeneous agents ...arxiv.org › eess

Hamburger Beiträge zur Angewandten Mathematik: Preprints

Timo Reis - uni-hamburg.de

Timo Reis

[PDF] Observability of linear differential-algebraic systems – a surveymath.uni-paderborn.de › ag-systemtheorie › BergReisTren

Publications - Jin Gyu Lee - WordPress.comjingyulee92.wordpress.com › 정보

The Quasi-Kronecker Form For Matrix Pencils - SIAM epubsepubs.siam.org › doi › abs

Kalman controllability decompositions for differential-algebraic...

NA Digest, V. 14, # 18

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