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Fig. 3 | EURASIP Journal on Wireless Communications and Networking

Fig. 3

From: An analytical approach to error detection and correction for onboard nanosatellites

Fig. 3

Performance analysis of Hamming code in MATLAB. In this figure, we have outlined error bits to equality check lattice at that point generator lattice and last adjusted code. To begin with, characterize codeword bits per piece, knead bits per piece, equality sub-matrix, generator lattice, and parity-check network. Encode the message and discover the position of the blunder in the code word (list). At that point, the code alters and adjusts the code. After all, evacuate blunder information at that point plot this figure

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