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To find generator matrices of ternary codes

To find generator matrices of ternary codesУ вашего броузера проблема в совместимости с HTML5
Technique to find generator matrix is discussed here. Block length is the number of column in that matrix and difference of block length and degree of generator polynomial will be equal to the number of rows in the generator matrix. If The generator polynomial is having degree n and block length is also n then then there will be n columns in that matrix and 0 rows, here, all column entries will be 0, i.e., there will be 1 row and n column having all entries 0. link to my channel- https://www.youtube.com/user/lalitkvashishtha link to data structure and algorithm playlist - https://www.youtube.com/watch?v=GbOW74e4xZE&list=PLLvKknWU7N4y_eGpQdg1Y-hORO7cxtoLU link to information theory and coding techniques playlist - https://www.youtube.com/watch?v=2qJ_mcjKYtk&list=PLLvKknWU7N4yDkIlN4YE-sXfFD4trDf6W link to compiler design playlist - https://www.youtube.com/watch?v=uAVkjTbB7Yc&list=PLLvKknWU7N4zpJWLqk7DXK26JwTB-gFmZ
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