Linearity corrector using filter products
A linear correction and filter technology, which is applied to instruments, analog-to-digital converters, analog/digital conversion calibration/testing, etc., can solve problems such as inappropriateness, filter correction not allowed, and inability to distinguish
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[0025] As mentioned above, the previously proposed solutions are based on Volterra filters. However, since Volterra filters are very large and difficult to implement in conjunction with ADCs, a solution is needed that utilizes a more manageable filter design while still reducing some of the remaining major distortions. Taking the Volterra filter as a starting point, a generalized nonlinear filter system can be defined mathematically as:
[0026] y ( t ) = h 0 + Σ k = 1 n ( Σ j 1 = 0 N - 1 Σ j ...
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