If there is a single error, then by checking the overall parity bit, you will know that there is an error. Because in case of single error, the overall parity of the code will be odd. But when there are two errors then overall parity will still be even. But checking the check bits, it is possible to detect where there is any error in the code or not. In case of two errors, the check bits won't be zero. So, it indicates that there is an error. And since the overall parity is even, it indicates there are two errors. (If the overall parity is odd, then it means that in odd number of bits of the code, there is an error ). I hope, it will clear your doubt.
@@ALLABOUTELECTRONICS thanks for your reply. After examining it further I realized the following : (a) If the overall parity is even AND the Hamming part is valid , the entire code word is valid . (b) If the overall parity is even AND the Hamming part is erroneous, then it has 2 errors , because it requires 2 bit flips to make the codeword valid (Otherwise , the overall parity would become odd due to single bit flip in the Hamming part). These 2 errors cannot be corrected, because Hamming decoding is limited to correcting only 1 erroneous bit. (c) If the overall parity is odd AND the Hamming part is valid , then the only error is in the parity bit, which can be corrected by flipping it. (d) If the overall parity is odd AND the Hamming part is erroneous, then there is a single error which is in the Hamming part (this bit is found via the check bits). correcting it will validate Both Hamming part and parity bit (because the erroneous bit is flipped).
Yes really I feels myself nonsense watching this video, there no explanation why this happens how this happens, in this case what to do, he's just like a kid reading a poem , worst experience
Timestamps:
0:00 Introduction
0:57 Hamming Code
2:53 (7,4) Hamming Code Encoding
8:22 (7,4) Hamming Code Decoding and Error Correction
11:43 Extended Hamming Code
This video is very informative, our textbook is pretty messed up when it comes to this part
You are the best ...You helped me a lot in my exams..Thank you so much 🙏🙏
@@cargames77778 why bro?
I learned this at the university but actually never used in real life)))
Best video of all Hamming Code vidos , Thanks a lot
ALWAYS INSPIRING AND INTERESTING 👍👍
Best Explanation bhaiya...Thank u very much ❤️🙏
Best video for Hamming code 🔥🔥
thanx bro only your channel helped me to solve my toughest question in mock test.
This video is the most meaningful and accurate with proper logical explanation ❤️
Sir at 14:20 at case 4 is about if there is any error in extended bit ? Is it?
Yes, the case 4 is when there is an error in the extended bit.
@@ALLABOUTELECTRONICS Thank you sir for your reply
wow, this video made it very clear
thank you....you are life saving
Excellent 👌
can u cover MOS capacitor topic after this series please
L L
Light W
at 13:42 , why having even Overall Parity equal and Check bits equal to '1' imply 2 errors?
If there is a single error, then by checking the overall parity bit, you will know that there is an error. Because in case of single error, the overall parity of the code will be odd.
But when there are two errors then overall parity will still be even. But checking the check bits, it is possible to detect where there is any error in the code or not. In case of two errors, the check bits won't be zero. So, it indicates that there is an error. And since the overall parity is even, it indicates there are two errors. (If the overall parity is odd, then it means that in odd number of bits of the code, there is an error ).
I hope, it will clear your doubt.
@@ALLABOUTELECTRONICS thanks for your reply. After examining it further I realized the following :
(a) If the overall parity is even AND the Hamming part is valid , the entire code word is valid .
(b) If the overall parity is even AND the Hamming part is erroneous, then it has 2 errors , because it requires 2 bit flips to make the codeword valid (Otherwise , the overall parity would become odd due to single bit flip in the Hamming part). These 2 errors cannot be corrected, because Hamming decoding is limited to correcting only 1 erroneous bit.
(c) If the overall parity is odd AND the Hamming part is valid , then the only error is in the parity bit, which can be corrected by flipping it.
(d) If the overall parity is odd AND the Hamming part is erroneous, then there is a single error which is in the Hamming part (this bit is found via the check bits). correcting it will validate Both Hamming part and parity bit (because the erroneous bit is flipped).
I need some help can you please help me with the hamming code
Worst u just read out the sentences like chanting 😢😢
Yes really I feels myself nonsense watching this video, there no explanation why this happens how this happens, in this case what to do, he's just like a kid reading a poem , worst experience
13:52 U say like C1,c2,c3 will be non zero does it mean either C1,c2,c3 becomes non zero?
Yes correct.
❤️❤️
I sang to a pig it just looked at me and smiled.
I don't really... get it. Why do you have to talk like... this? It is really... distracting. Otherwise you vid is... great.