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Fundamentals of Systems I
Core course. Covers linear operators, including forms and properties (differential equations, transfer function, state space, causality, linearity, and time invariance); impulse response, including convolution, transition matricies, fundamental matrix, and linear dynamical system; definition, including properties and classification; representation, including block diagrams, signmal flow, and analog and digital; properties, including controllability and observability; and eigenstructure, including eigenvalues and eigenvector and similarity transformations.
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