Lecture 7: Continuous-Time Fourier Series

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Topics covered: Response of continuous-time LTI systems to complex exponentials: the eigenfunction property; Representation of periodic signals as linear combinations of harmonically related complex exponentials; Fourier series for continuous time: the analysis and synthesis equations; Example: symmetric and anti-symmetric periodic square wave; Approximation of periodic signals; Fourier series convergence.

Instructor: Prof. Alan V. Oppenheim

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Continuous-time Fourier Series (This resource may not render correctly in a screen reader.PDF)

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