Critical lengths of error events in convolutional codes

Justesen J.; Andersen J.D.

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Critical lengths of error events in convolutional codes

机译：卷积码中错误事件的临界长度

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摘要

If the calculation of the critical length is based on the expurgated exponent, the length becomes nonzero for low error probabilities. This result applies to typical long codes, but it may also be useful for modeling error events in specific codes.

机译：如果临界长度的计算是基于除权指数，则对于低错误概率，长度将变为非零。此结果适用于典型的长代码，但对于在特定代码中对错误事件进行建模也可能有用。

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《IEEE Transactions on Information Theory》 |1998年第4期|P.1608-1611|共4页
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Justesen J.; Andersen J.D.;
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正文语种 eng
中图分类无线电电子学、电信技术;
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1. Bit error probability calculations for convolutional codes with short constraint lengths on very noisy channels [J] . Herro M.A., Hu L. IEEE Transactions on Communications . 1988,第7期

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2. Construction for obtaining trellis run length limited error control codes from convolutional codes [J] . Peter Farka?, Frank Schindler Journal of Electrical Engineering . 2017,第5期

机译：从卷积码中获得网格游程长度限制错误控制码的构造
3. Construction for obtaining trellis run length limited error control codes from convolutional codes [J] . Peter Farka?, Frank Schindler Journal of Electrical Engineering . 2017,第5期

机译：从卷积码中获得网格游程长度限制错误控制码的构造
4. Critical lengths of error events in convolutional codes [C] . Justesen, J. . 1994

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5. An Analytical Packet Error Rate Prediction for Punctured Convolutional Codes and an Application to CRC Code Design. [D] . Lou, Chung-Yu. 2015

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7. Critical Lengths of Error Events in Convolutional Codes [O] . Justesen Jørn, Andersen Jakob Dahl 1998

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8. Binary Unequal Error-Protection Block Codes Formed from Convolutional Codes by Generalized Tail-Biting [R] . Ma, H. H., Wolf, J. K. 1986

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Critical lengths of error events in convolutional codes

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