Low-computation-complexity and high-reliability coding and decoding algorithm for distributed process monitoring information source
A technology of computational complexity and process monitoring, applied in the field of signal processing, can solve the problems of low decoding success rate, low decoding reliability and effectiveness, and achieve the effect of reducing computational complexity and improving decoding reliability.
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[0033] Such as image 3 and Figure 4 As shown, a distributed process monitoring information source low computational complexity and high reliability encoding and decoding algorithm, in which the relevant parameters are as follows: the set of side information is S={s 1 ,s 2 ,...s q ,...s Q},q=1,2,...,Q, where s q ∈R N ; The set of signals to be encoded is W={w 1 ,w 2 ,...w l ,...w L},l=1,2,...,L, where w l ∈R N ; signal w l The observation matrix with Φ l Indicates that Φ l is an M l ×N matrix of size, M l l is a sparse binary observation matrix; y l For the signal w using the observation matrix l observed value, y l = Φ l w l ;△y lq is the difference value between the signal observation value and the side information observation value, △y lq =y l -Φ l the s q ; In order to use the greedy pursuit algorithm from △y lq Recover the estimated value of the difference between the obtained signals; For the side information s used q The obtained signal w...
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