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Estimating the Minimum Distance of Large-Block Turbo Codes using Iterative Multiple-Impulse Methods

机译:使用迭代多脉冲方法估计大块涡轮码的最小距离

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A difficult problem for turbo codes is the efficient and accurate determination of the distance spectrum, or even just the minimum distance, for specific interleavers. This is especially true for large blocks, with many thousands of data bits, if the distance is high. This paper compares a number of recent distance estimation techniques and introduces a new approach, based on using specific event impulse patterns and iterative processing, that is specifically tailored to handle long interleavers with high spread. The new method is as reliable as two previous iterative multiple-impulse methods, but with much lower complexity. A minimum distance of 60 has been estimated for a rate 1/3, 8-state, turbo code with a dithered relative prime (DRP) interleaver of length K=65,536.
机译:针对特定交织器的距离谱,甚至是最小距离的难度且准确地确定难以准确的确定。 如果距离高,则大块块尤其如此,具有数千个数据位。 本文基于使用特定事件脉冲图案和迭代处理,比较了许多最近距离估计技术并引入了一种新方法,该方法专门定制,以处理高扩散的长交织器。 新方法与两个以前的迭代多脉冲方法一样可靠,但复杂程度较低。 已经估计了最小距离为60的速率1/3,8状态,涡轮码,其具有长度k = 65,536的抖动相对素数(DRP)交织器。

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