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Lehrstuhl für Allgemeine Elektrotechnik und Theoretische Nachrichtentechnik


Prof. Dr.- Ing. Anton Kummert

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Prof. Dr.-Ing. Anton Kummert

Kontakt

Raum: FE 1.01
Telefon: +49 (0)202 439 1961
E-Mail: kummert{at}uni-wuppertal.de

 

Publikationen

Referenzen

1997

18.
Igor Khandogin; Anton Kummert; Dirk Maiwald
Nonlinear Image Processing for Automatic Inspection of Railroad Lines
of the 1997 IEEE Workshop on Nonlinear Signal and Image Processing (NSIP'97) , Seite 124 - 128.
Mackinac Island, MI, USA
September 1997
17.
Igor Khandogin; Anton Kummert; Dirk Maiwald
Automatic Damage Detection for Railroad Tracks by the Analysis of Video Images
of the International Conference on Signal Processing Applications and Technology (ICSPAT'97) Band 2 , Seite 1130 - 1134.
San Diego, CA, USA
September 1997
16.
Fritz Boschen; Anton Kummert; H. Herzog
Analysis of the ML-EM algorithm for nonlinear reconstruction of positron emission tomography images
of the IEEE Workshop on Nonlinear Signal and Image Processing , Seite 612 - 616.
Mackinac Island, MI, USA
September 1997
15.
Wilfried Zeise; Anton Kummert
Zwischenbildinterpolation und -prädiktion mit Hilfe des Image-Warping-Verfahrens bei der computerbasierten Bildgenerierung
of the IEEE COM Chapter, Newcomer-Workshop , Seite 3 - 8.
University Hamburg-Harburg
Hamburg-Harburg, Germany
September 1997

1991

14.
Anton Kummert
On the synthesis of multidimensional reactance multiports
Circuits and Systems, IEEE Transactions on, 38(6):637--642
Juni 1991
ISSN: 0098-4094

Schlüsselwörter: multidimensional digital filters, multidimensional reactance multiports, multidimensional wave digital filters, multiport networks, reference filters, S-matrix theory, scattering matrix, synthesis procedure, wave digital filtersk-dimensional reactance networks

Zusammenfassung: Multidimensional lossless networks are of interest, for example, for use as reference filters for multidimensional wave digital filters. Necessary properties of the scattering matrix of such multiports have been established. In the design of k-dimensional reactance networks it is of great interest whether these mentioned features are also sufficient for a given matrix to be the scattering matrix of such a system, or not. It is shown that this is not the case for dimensions greater than two. Hence, no general synthesis procedure for multidimensional reactance multiports exists, as is in the one- and two-dimensional cases

Bemerkung: kopie bei ssc

1990

13.
Anton Kummert
Derivation of an adaptive algorithm for IIR digital systems realized by power wave digital filters
Circuits, Systems, and Signal Processing, 3:241--269
1990
12.
Anton Kummert
The synthesis of two-dimensional passive n-ports containing lumped elements
Multidimensional Systems and Signal Processing, Boston: Kluwer Academic Publishers, 1(4):351--362
1990
11.
Anton Kummert
Spectral factorization of two-variable para-hermitian polynomial matrices
Multidimensional Systems and Signal Processing, Boston: Kluwer Academic Publishers, 1(3):327--339
1990
10.
Anton Kummert
An algorithm for the computation of the gradient of the output-signal with respect to the system parameters of arbitrary discrete-time networks
AEU. Archiv für Elektronik und Übertragungstechnik, 44(6):433--438
1990
9.
Anton Kummert
A parametric representation for k variable Schur polynomials
IEEE Transactions on Circuits and Systems Band CAS-37 , Seite 1288-1291.
1990
8.
Anton Kummert; Alfred Fettweis
Arbitrarily tight phase approximation: mathematical feasibility proof
IEEE International Symposium on Circuits and Systems, ISCAS, New Orleans, USA Band 3 , Seite 2061--2064.
IEEE
1990
7.
Anton Kummert
Synthesis of Two-Dimensional Passive One-Ports with Lumped Elements
M.A. Kaashoek, J.H. van Schuppen, and A.C.M. Ran, Eds, Autoren, Signal Processing, Scattering and Operator Theory, and Numerical Methods inProc. International Symposium on the Mathematical Theory of Networks and Systems, Amsterdam, The Netherlands Band III , Seite 99-106.
1990
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