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turkish gold jewelry wholesale TUT convolution UT is so calculated: u (t)*u (t-1) = u (t)*u (t)*Δ (t-1) = tu (t)*Δ (t-1) = ( T-1) U (T-1).
Colidation is an important operation in analyzing mathematics.
set: f (x), G (x) is two accumulated functions on R1, as the points:
can prove that about almost all real numbers X, the above points exist. In this way, with the different values of X, this integral defines a new function H (x), called the convolution of function F and G, and is recorded as h (x) = (f*g) (x).
Colidation theorem:
The volume theorem pointed out that the Fourier transform of the function convolution is the multiplier of the function Fourier transformation. That is, the convolution in one domain is equivalent to the product in the other domain. For example, the convolution in the time domain corresponds to the product in the frequency domain.