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PDF Decoding Algorithms and Error Probability Bounds for. – Decoding Algorithms and Error Probability Bounds for Convolutional Codes EE 229B – Error Control Coding Project Hari Palaiyanur May 13, 2005 1 Introduction
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algorithm for convolutional codes , the author pro- posed a class of orthogonal convolutional codes  for which a bound on error performance was easily.
The probability of error in decoding an optimal convolutional code transmitted over a memoryless channel is bounded from above and below as a function of the.
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Spiral Project: Viterbi Decoder Software Generator – Convolutional codes  are a common type of error-correcting code where encoding is. Error bounds for convolutional codes and an asymptotically optimum.
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A Fast Maximum-Likelihood Decoder for Convolutional Codes – Maximum-likelihood (ML) decoding of convolutional codes. Error bounds for convolutional codes and an asymptotically optimum decoding algorithm.
The probability of error in decoding an optimal convolutional code transmitted over a memoryless channel is bounded from above and below as a function of t
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Error bounds for convolutional codes and an asymptotically optimum decoding algorithm. Jump to other IT Society Websites: Info Error bounds for convolutional codes.
Convolutional Code Performance. Performance Measures. The graph on the next slide shows different bounds for the probability of a bit error on a BSC for a.
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on the bit error probability Pb for Viterbi decoding when convolutional codes are used to communicate over the binary symmetric channel (BSC). This bound was.
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May 15, 2007. An exact maximum-likelihood decoding of a convolutional code via the. This may be related to the code memory via the error-rate bound for.