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Kraft's Number and Ideal Word Packing

机译:卡夫的数字和理想的单词包装

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In the noiseless context, it has long been known that the average encoded word length of an instantaneous or uniquely decipherable code can be made to lie between the source entropy and that value plus unity. We address the question of finding sufficient conditions on the code-word probabilities for it to be possible to make the average code-word length approximate the entropy by a smaller prescribed amount.
机译:在无噪声的情况下,人们早就知道,可以使瞬时或唯一可解码的代码的平均编码字长位于源熵和该值加1之间。我们解决了在码字概率上找到足够条件的问题,以便有可能使平均码字长度使熵近似较小的规定量。

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