Digital information transmission
Abstract
This thesis looks at coded information transmission through a
noisy channel.
The work of Viterbi [29] is extended to take into account
phase asynchronous transmission and reception of the binary orthogonal,
biorthogonal and transorthogonal code words in the presence of additive
Gaussian noise. It is shown that asynchronous reception decreases the
mean distance between code words while leaving their crosscorrelation
unaltered. This results in the expressions for decoding error
probabilities similar to those of Viterbi with corrections added for the
change in mean distance between code words with changes in asynchronism.
Also, a multilevel coding scheme proposed by Sankar and
Krishnamurthy [21] is reviewed and it is shown that their method can be
improved for no loss of information rate. It is demonstrated that their
use of generalised Hamming codes over multisymbol N-ary words has
limited error correcting capabilities which can easily be improved by
using binary Hamming codes over the multisymbol words expressed in binary
form rather than the more general N-ary representation. For the improved
method to be used N must be a binary power.
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