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- CLAWRIM Showcase
- The Fourier transform decomposes an arbitrary function to a series of sinusoidal ones. It’s a special case of the Fourier series as period $T\to\infty$ in
- Discrete Fourier transform
- The discrete Fourier transform is derived from the Fourier series. The Fourier series is expressed as
- Fourier transform
- The Fourier transform is a technique that is used to transform a function to a series of sinusoidal functions. It can be derived from a special case of the Fourier series as period $T\to\infty$. The Fourier series is expressed as
- GISC 4360K - Digital Image Processing
- Lecture 11: Fourier series
- Fourier series
- GISC 4360K - 2019 Spring
- Lecture 11: Fourier series
- GISC 4360K - 2021 Spring
- Lecture 11: Fourier series
- Introduction to the discrete Fourier transform
- The Fourier transform is a special case of the Fourier series where $T\rightarrow\infty$.