The differentiation property refers to a fundamental concept in Fourier analysis that connects the process of differentiation in the time domain to multiplication in the frequency domain. This property states that if a function is differentiated with respect to time, its Fourier transform will be multiplied by 'jω', where 'ω' is the angular frequency. This relationship provides a powerful tool for analyzing signals and systems in various applications, as it simplifies the computation of derivatives in the Fourier domain.
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