## Coding Schemes for Additive Noise Channels with Feedback |

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### Contents

INTRODUCTION | 1 |

A FEEDBACK COMMUNICATION SYSTEM WITH NO CONSTRAINT | 7 |

A FEEDBACK COMMUNICATION SYSTEM WITH A CONSTRAINT | 30 |

1 other sections not shown

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### Common terms and phrases

achieves channel capacity additional signal-to-noise ratio additive noise additive white gaussian asymptotically equal bandlimited white gaussian bandwidth binary digits BL coding Bounds on one-way coding scheme discussed computed constant crit critical rate decibels delay for different different values erfc error probability FEEDBACK COMMUNICATION SYSTEM feedback noise finite coding delay gaussian noise channel given by Eq Hence INFLUENCE OF FEEDBACK INSTANTANEOUS TRANSMITTED POWER l.lb loop delay maximum likelihood estimate message point n+d+1 nats/sec noise n(t noiseless feedback noisy feedback nongaussian normally distributed number of iterations one-way communication one-way transmission optimum value orthogonal codes particular message peak power power spectral density presence of feedback probability of error receiver regression curve relative rate R/C RELATIVE RATE VERSUS Robbins-Munro procedure sent back Shannon Ref SLOPE SQUARED RELATIVE stochastic approximation t-iA theorem transmitted signals transmitter constraints unit interval variance WB coding scheme white gaussian noise zero mean