CPC H04L 27/3405 (2013.01) [H04L 27/2639 (2013.01); H04L 27/2647 (2013.01); H04L 27/3494 (2013.01); H04L 27/363 (2013.01)] | 13 Claims |
1. A method of generating a designed polynomial symbol waveform (PSW) alphabet for data transmission, comprising:
providing an initial PSW alphabet having polynomial coefficients and polynomial roots,
modifying at least one of the polynomial coefficients and polynomial roots in the initial PSW alphabet to produce a designed PSW alphabet by applying random variation determined by at least one of Monte Carlo optimization and machine learning to at least one of the polynomial coefficients and polynomial roots of an initial PSW alphabet to produce and edited PSW alphabet;
calculating a goodness measure for the initial and edited PSW alphabets;
comparing the goodness measure of the initial PSW alphabet to the goodness measure of the edited PSW alphabet; and
setting the initial PSW alphabet equal to the edited PSW alphabet when the edited PSW alphabet has a higher goodness measure compared to the initial PSW alphabet.
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