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Group by: No Grouping | Item Type | Date | Language
Number of items: 23.

Article

Krabs, Werner (2006):
On local reachability and controllability of nonlinear difference equations.
In: Journal of Difference Equations and Applications, pp. 487-494, 12, [Article]

Krabs, Werner (2006):
Stability in predator-prey models and discretization of a modified Volterra-Lotka-Model.
In: Mathematical and Computer Modelling of Dynamical Sytems, pp. 577-588, 12, [Article]

Krabs, Werner and Pickl, S. (2004):
A game theoretic treatment of a time-discrete emission reduction model.
In: International Game Theory Review, pp. 21-34, 6, [Article]

Krabs, Werner (2002):
On local controllability of time discrete dynamical systems into steady states.
In: Journal of difference equations and applications, pp. 1-11, 8, [Article]

Krabs, Werner (2002):
Stability and controllability in non-autonomous time-discrete dynamical systems.
In: Journal of difference equations and applications, pp. 1107-1118, 8, [Article]

Korobov, V. I. and Krabs, Werner and Sklyar, Grigory M. (2000):
Construction of the control realizing of a Timoshenko beam.
In: Journal of optimization theory and applications, pp. 51-68, 107, [Article]

Krabs, Werner and Sklyar, Grigory M. (2000):
On the stabilizability of a slowly rotating Timoshenko beam.
In: Zeitschrift für Analysis und ihre Anwendungen, pp. 131-145, 19, [Article]

Krabs, Werner (1999):
A convolution formula for time-invariant linear communication systems.
In: Mathematical methods in the applied sciences, pp. 171-176, 22, [Article]

Krabs, Werner and Chi-Long, (1998):
On the controllability of a robot arm.
In: Mathematical methods in the applied sciences. 21 (1998), S. 25-42, [Article]

Book Section

Krabs, Werner and Pickl, S. and Scheffran, J. (2000):
Optimization of an n-person game under linear side conditions.
In: Optimization, dynamics, and economic analysis. Hrsg.: E.J. Dockner (u.a.) - Heidelberg (u.a.): Physika-Verl., 2000. S. 76-85, [Book Section]

Krabs, Werner (1996):
On abstract boundary control problems for vibrations.
In: Modelling and optimization of distributed parameter systems: Application to engineering. Hrsg.: K. Malanowski (u.a.) S. 135-148, New York, Chapman & Hall, [Book Section]

Krabs, Werner (1996):
Time minimal control of rotating beams.
In: Control of partial differential equations and applications. Hrsg.: E. Casas. S. 147-156, New York, Dekker, [Book Section]

Krabs, Werner (1995):
Linear approximation under infinitely many linear constraints.
In: Recent developments in optimization. Hrsg.: R. Durier u.a. S. 231-242, Berlin, Heidelberg (u.a.), Springer, [Book Section]

Book

Krabs, Werner (2003):
A general predator-prey model.
Darmstadt, Techn. Univ., FB Mathematik, 2266, [Book]

Krabs, Werner (2002):
Mathematische Erkenntnis von Kant bis Gödel.
Darmstadt, Technische Universitaet Darmstadt, Fachbereich Mathematik, 2241, [Book]

Krabs, Werner and Sklyar, Grigory M. (2002):
On controllability of linear vibrations.
New York, Nova Science Publ., ISBN 1-59033-231-8,
[Book]

Krabs, Werner and Pickl, Stefan (1999):
Controllability of a time-discrete dynamical system with the aid of the solution of an approximation problem.
Darmstadt, Techn. Univ., FB 4, 2040, [Book]

Krabs, Werner and Pickl, (1998):
Time-discrete dynamical games.
Darmstadt: Interdisziplinäre Arbeitsgruppe Naturwissenschaft, Technik u. Sicherheit, 1998. 22 S,
Darmstadt, Interdisziplinäre Arbeitsgruppe Naturwissenschaft, 1/1998, [Book]

Krabs, Werner (1998):
Dynamische Systeme: Steuerbarkeit und chaotisches Verhalten.
Stuttgart (u.a.): Teubner, 1998. 165 S,
Stuttgart (u.a.), Teubner, [Book]

Krabs, Werner (1997):
Mathematische Modellierung : eine Einführung.
Stuttgart: Teubner, 1997. 144 S,
Stuttgart, Teubner, [Book]

Krabs, Werner (1995):
Mathematical foundations of signal theory.
Berlin: Heldermann, 1995. 162 S.,
Berlin, Heldermann, 6, [Book]

Krabs, Werner (1995):
Optimal control of undamped linear vibrations.
Berlin: Heldermann, 1995. 187 S.,
Berlin, Heldermann, 22, [Book]

Conference or Workshop Item

Krabs, Werner (1996):
On nonlinear minimum norm control problems.
Berlin, New York, de Gruyter, In: World Congress of Nonlinear Analysts '92 <1, 1992, Tampa, Florida>: Proceedings. Hrsg.: V. Lakshmikantham. S. 2569-2581, [Conference or Workshop Item]

This list was generated on Sat Jun 15 00:11:07 2019 CEST.