icsoul
Member level 3
It seems that there are few papers introduce the case that the number of errors is larger than the RS code error correction capability.
For RS(n,k), n-k=2t,
What result wolud be at the decoder output when the number of errors(En) larger than t.
When the En >t, I'm interest in the following problems:
1. if the decoder could correct t errors and the other errors are left?
2. or the decoder don't correct any error at all?
3. if the decoder could give the number and location of the errors?
For RS(n,k), n-k=2t,
What result wolud be at the decoder output when the number of errors(En) larger than t.
When the En >t, I'm interest in the following problems:
1. if the decoder could correct t errors and the other errors are left?
2. or the decoder don't correct any error at all?
3. if the decoder could give the number and location of the errors?