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Continuity of dynamical systems: The continuous-time case

Mathematics of Control, Signals, and Systems, 1992
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Nieuwenhuis, J.W., Willems, J.C.
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FLUCTUATIONS IN CONTINUOUS SYSTEMS

AIP Conference Proceedings, 1976
The density of particles in space or in phase space varies in time through continuous flow and through discrete jumps, due to collisions, chemical reactions, radio‐active decay, or births and deaths. A method is developed for computing the fluctuations arising from the random jumps and influenced by the flow.
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Continuous Action System Refinement

2006
Action systems are a framework for reasoning about discrete reactive systems. Back, Petre and Porres have extended these action systems to continuous action systems, which can be. used to model hybrid systems. In this paper we define a refinement relation, and develop practical data refinement rules for continuous action systems.
Larissa Meinicke, Ian J. Hayes
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On the Uniqueness of the Continuation for a Thermoelasticity System

SIAM Journal on Mathematical Analysis, 2001
The author deals with the lateral Cauchy problem for a thermoelasticity system, descibing combined elastic and thermal effects in plates. The system is strongly coupled and has an ``upper triangular'' principal structure. Sufficient conditions are given for uniqueness by combining new Carleman estimates with additional large parameter \(\lambda\) for ...
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On Representations for Continuous Dynamic Systems

IFAC Proceedings Volumes, 1992
Abstract Through the use of a simple example involving a buffer tank, we illustrate the problems faced when attempting to formalize the dynamic aspects of a continuous process system. The problems are especially severe if we attempt to employ a purely qualitative representation.
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