Convolutional coding techniques for data protection Quarterly progress report, 16 Feb. - 15 May 1969
Convolutional coding techniques for data protection
Massey, J. L.↗
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Recursive formulas for the evaluation of the convolution integral.
Recursive formulas for numerical evaluation of real convolution integral for simulation of control systems and electrical networks on digital computer
Trauboth, H. H.↗
Some algebraic and distance properties of convolutional codes.
Upper and lower bounds for feedback decoding and definite decoding minimum distances of binary convolutional codes
Massey, J. L.↗
Data handling equipment requirements for convolutional PCM telemetry.
Ground data handling equipment characteristics for PCM telemetry link utilizing convolutional coding
Sos, J. Y.↗
On the estimation of a Gaussian convolution probability density.
Gaussian type densities estimated by representing unknown density in terms of convolution expansion of Gaussian probability density and arbitrary distribution, discussing convergence rates
Schwartz, S. C.↗
A construction technique for random-error- correcting convolutional codes.
Algorithm for constructing random error correcting convolutional codes
Costello, D. J., Jr.↗
Improved convolutional coding
Convolutional coding, used to upgrade digital data transmission under adverse signal conditions, has been improved by a method which ensures data transitions, permitting bit synchronizer operation at lower signal levels. Method also increases decoding ability by removing ambiguous condition.
Doland, G. D.↗
Error mechanisms for convolutional codes
Upper and lower bounds of probability of error derived for optimum decoders using convolutional codes
Bucher, E. A.↗
Construction of convolutional codes for sequential decoding
Convolutional encoding and sequential decoding of digital data for reliable transmission
Costello, D. J., Jr.↗
Convolutional coding techniques for data protection Quarterly progress report, 16 Nov. 1969 - 15 Feb. 1970
Sequential decoding algorithms and flow charts for convolutional coding techniques
Chang, J.↗
Convolutional coding techniques for data protection Final report, 16 Sep. 1968 - 15 Sep. 1969
Convolutional coding techniques for data protection
Massey, J. L.↗
Further results on optimal decoding of convolutional codes
Algorithm for optimal decoding of convolutional codes confirmed using error probability upper bound
Odenwalder, J. P.↗
A Markovian analysis of Viterbi decoders for convolutional codes
Viterbi decoding error probability for convolutional codes using finite Markov chain modeling
Morrissey, T. N., Jr.↗
Error probability bounds for systematic convolutional codes
Error probability bounds for systematic convolutional codes
Bucher, E. A.↗
Analysis of decoders for convolutional codes by stochastic sequential machine methods
Convolutional code decoder modeled as autonomous stochastic sequential machine, considering finite Markov chain theory for error probability
Morrissey, T. N., Jr.↗
Study on decoding recovery behavior for convolutional codes
Suboptimum sequential algorithm for recovery decoding errors in convolutional codes, using Hamming distance criterion
Ng, W.-H.↗
Convolutional Coding Techniques for Data Protection
Convolutional coding techniques including constructing inverses, algorithms, and code comparing for sequential decoding
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