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ses. For linear systems, the corresponding theory has been quite well established for several years now, and the purpose of the present book is to propose an overview on possible tools in that respect for nonlinear systems. Basic observability notions and observer structures are first recalled, toge
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Stefan Schäfflerproblem, is undoubtedly crucial for controlling or just monitoring processes. For linear systems, the corresponding theory has been quite well established for several years now, and the purpose of the present book is to propose an overview on possible tools in that respect for nonlinear systems. Bas
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Stefan SchäfflerInformation Theory as a Mathematical Subdiscipline and Interface to Computer Science.Exact Anchoring of the Concept of Information in Probability Theory.Introduces Applications of Information Theory,
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https://doi.org/10.1007/978-3-662-69102-1Differential Entropy; Dynamic Systems; Quantum Computation; Shannon Entropy; Sufficient Statistics; infor