We apply interval analysis techniques to linear dynamical systems endowed with a parameter which belongs to an interval. For such systems, we obtain new algorithmic results which yield solution envelopes. In doing so,...
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We apply interval analysis techniques to linear dynamical systems endowed with a parameter which belongs to an interval. For such systems, we obtain new algorithmic results which yield solution envelopes. In doing so, we also establish several new results for continuous interval functions, rational interval functions and exponential interval functions. The application of our results to several specific examples suggests that our algorithm yields tight bounds.
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