Transforms and filters are tools for processing and analyzing discrete data, and are commonly used in signal processing applications and computational mathematics. When data is represented as a function of time or space, the Fourier transform decomposes the data into frequency components. Thefft
功能使用快速的傅立叶变换算法,该算法与其他直接实现相比降低了其计算成本。有关傅立叶分析的更详细的介绍,请参见Fourier Transforms. Theconv
和filter
functions are also useful tools for modifying the amplitude or phase of input data using a transfer function.
The Fourier transform is a powerful tool for analyzing data across many applications, including Fourier analysis for signal processing.
Use the Fourier transform for frequency and power spectrum analysis of time-domain signals.
Transform 2-D optical data into frequency space.
Smooth noisy, 2-D data using convolution.
Filtering is a data processing technique used for smoothing data or modifying specific data characteristics, such as signal amplitude.