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1 - 10 of 16
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On one integral Volterra model of developing dynamical systems
Markova E., Sidorov D. Automation and Remote Control 75(3): 413-421, 2014. Type: Article
Volterra integral equations of the first kind arise naturally in the description of problems in electrical engineering, the modeling of dynamic impulse systems, nonlinear dynamic systems identification, and of many phenomena in the app...
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Oct 15 2014 |
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 Uniform exponential practical stability of impulsive perturbed systems
Dlala M., Hammami M. Journal of Dynamical and Control Systems 13(3): 373-386, 2007. Type: Article
The study of dynamic systems with impulsive effects has attracted the attention of many scientific investigators because of its importance in the applied sciences. It is well known that stability is fundamental in the analysis and desi...
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Mar 24 2008 |
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Non-smooth guiding potentials in problems on forced oscillations
Kornev S., Obukhovskii V. Automation and Remote Control 68(1): 1-8, 2007. Type: Article
Consider the multivalued periodic problem z′(t) ∈ F(t, z(t)), for almost all t
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Oct 4 2007 |
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Periodic solutions of DAEs with applications to dissipative electric circuits
Trzaska Z., Marszalek W. Modeling, identification, and control (Proceedings of the 25th IASTED International Conference on Modeling, Identification, and Control, Lanzarote, Spain, Feb 6-8, 2006) 309-314, 2006. Type: Proceedings
Differential algebraic equations (DAEs) consist of a system of differential equations linked to a system of algebraic equations. The differential equations model a dynamic process, while the algebraic equations represent equilibrium re...
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Jan 12 2007 |
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Inverse and implicit functions in domain theory
Edalat A., Pattinson D. Logic in computer science (Proceedings of the 20th Annual IEEE Symposium on Logic in Computer Science (LICS’ 05),Jun 26-29, 2005) 417-426, 2005. Type: Proceedings
The aim of this paper is to develop a systematic and recursive method to approximate an implicitly given surface via two sequences of piecewise linear or piecewise polynomial surfaces, which converge locally in the C...
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Nov 1 2006 |
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Conservative Input-State-Output Systems with Evolution on a Multidimensional Integer Lattice
Ball J., Sadosky C., Vinnikov V. Multidimensional Systems and Signal Processing 16(2): 133-198, 2005. Type: Article
Let H, E and E* denote, respectively, the state space, the input space, and the output space, all of which are assumed to be Hilbert spaces. A unitary colligation is d...
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Apr 6 2006 |
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A Green element method for fourth order ordinary differential equations
Onyejekwe O. Advances in Engineering Software 35(8-9): 517-525, 2004. Type: Article
The focus of this paper is the application of the Green element method to the solution of boundary value problems for some classes of fourth-order differential equations with positive constant coefficients....
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Mar 23 2005 |
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Dynamic boundary conditions and boundary control for the one-dimensional heat equation
Kumpf M., Nickel G. Journal of Dynamical and Control Systems 10(2): 213-225, 2004. Type: Article
Let X, ∂X, and U be Banach spaces, called, respectively, the state, the boundary, and the control space. Assume that Amax is a linear, clos...
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Jan 17 2005 |
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On the convergence of iterative methods for general differential--algebraic systems
Bartoszewski Z., Jankowski T., Kwapisz M. Journal of Computational and Applied Mathematics 169(2): 393-418, 2004. Type: Article
Bartoszewski, Jankowski, and Kwapisz address the problem of convergence of some iterative methods for general differential-algebraic systems. The techniques involved are constructive and simple. Two examples are provided to illustrate ...
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Nov 9 2004 |
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Construction of local boundary conditions for an eigenvalue problem using micro-local analysis: application to optical waveguide problems
Barucq H., Bekkey C., Djellouli R. Journal of Computational Physics 193(2): 666-696, 2004. Type: Article, Reviews: (2 of 2)
The authors present a general procedure, based on the pseudo-differential calculus, for deriving artificial boundary conditions for an eigenvalue problem that characterizes the propagation of guided modes in optical waveguides....
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Jun 9 2004 |
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