Minimum Hamming Distance - Error Detection - Worked Out Example | Data Communications Lecture

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In this tutorial, I have demonstrated an example of the significance of Minimum Hamming Distance (MHD) in Error Detection by putting a great focus on the relationship between Minimum Hamming Distance and no. of errors to which we want to successfully detect the occurrence of error.

Link of the doc file of this worked out example: https://drive.google.com/file/d/1U-vDGfga7FIWbbewX36BXgP_ergULoGv/view?usp=sharing

I have followed the table 10.1, Page-260, Chapter 10: Error Detection and Correction from the book - Data Communications and Network, 5th Edition by Behrouz A. Forouzan.

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Tags:
Minimum Hamming Distance in Error Detection
MHD in Error Detection
d-min = s + 1
d-min is greater than s
Geometric representation of Minimum Hamming Distance
If we want to detect up to s errors then Minimum Hamming Distance is s+1
Relation between Minimum Hamming Distance and no. of errrors
Relation between d-min and s
CSE
Bangla
Minimum Hamming Distance
Data Communication
Communication theory
Communication
Telecommunication
Error Detection and Correction
Example
Explain