Downsampling with partial-sum re-use
A down-sampling and sampling technology, applied in complex mathematical operations, electrical components, digital technology networks, etc., can solve problems such as difficulty in keeping up with data rate, failure of filtering process, slow acquisition and retrieval of system memory, etc.
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[0026] figure 1 A method 100 for downsampling digital samples according to an embodiment of the invention is shown. In a first step 102, a first set of digital samples is received and a sum of these samples is calculated. As described in more detail below, this sum is used to compute the mean of these samples (eg, via a mean filter) and the result is one of the decimated output point sets. The number N of samples used to compute each sum (and subsequently each mean) may correspond to the size of the mean filter (i.e. the number of "taps"), (and thus may be used throughout the downsampling operation 100 constant). Those skilled in the art will appreciate that the present invention is not limited to any particular filter size / number of taps N.
[0027] In a second step 104, part of the calculated sum is stored in a hardware register. No more information about the digital samples (ie their values) needs to be saved or preserved, thus reducing the memory requirements of the do...
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