A problem with this code is the existence of an "error floor" Â– the bit-error probability decreases dramatically for low numbers of e-b over N-o, but then levels off sharply, which is due to its poor 3 minimum distance. This code is a class of concatenated codes whose inner and outer codes are, typically, recursive systematic convolutional codes that are, always, (*) interleaved. This code has unparalleled performance at very low SNRs, allowing one to get within a fraction of a dB of the Shanno
A problem with this code is the existence of an "error floor" Â– the bit-error probability decreases dramatically for low numbers of e-b over N-o, but then levels off sharply, which is due to its poor 3 minimum distance. This code is a class of concatenated codes whose inner and outer codes are, typically, recursive systematic convolutional codes that are, always, (*) interleaved. This code has unparalleled performance at very low SNRs, allowing one to get within a fraction of a dB of the Shannon 6 limit on channel capacity. For 10 points, identify this forward-error-correcting code that one would assume isvery fast.
A problem with this code is the existence of an "error floor" Â– the bit-error probability decreases dramatically for low numbers of e-b over N-o, but then levels off sharply, which is due to its poor 3 minimum distance.
turbo code 