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The document discusses Fourier series and Fourier transforms, explaining how periodic functions can be represented as sums of sine and cosine functions, with coefficients derived from integrals of the original function. It also covers the complex form of Fourier series, the continuous nature of Fourier transforms for non-periodic functions, and various properties and definitions related to these transformations. Additionally, it includes exercises on implementing Fourier transforms and calculating them for

Author

Eva Casas

Language

EN