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Length-restricted coding using modified probability distributions

机译:使用修改后的概率分布进行长度限制的编码

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The use of data compression has long been a central part of text databases and fast communication protocols. In many contexts, effective compression techniques use a minimum redundancy prefix code. However, if the length of a codeword exceeds the machine word size, the decoding routines must be altered and lose efficiency. To avoid these complications it is desirable to produce a prefix code with the constraint that no codeword should be longer than some constant. Larmore and Hirschberg's Package-Merge Algorithm is a well known method for producing minimum-redundancy length-restricted prefix codes, although other methods exist. In this paper we present an alternative method for length-restricted coding which calculates an approximate code, rather than an optimal code, but which can be implemented to operate in linear time. This approach also has applications to non length-restricted coding.
机译:长期以来,数据压缩的使用一直是文本数据库和快速通信协议的核心部分。在许多情况下,有效的压缩技术使用最小的冗余前缀代码。但是,如果代码字的长度超过了机器字的大小,则必须更改解码例程并失去效率。为了避免这些复杂性,期望产生前缀码,其约束条件是任何码字都不应长于某个常数。 Larmore和Hirschberg的Package-Merge算法是一种众所周知的产生最小冗余长度限制前缀码的方法,尽管也存在其他方法。在本文中,我们提出了一种用于长度受限编码的替代方法,该方法计算近似代码而不是最优代码,但可以实现为线性时间运行。这种方法也适用于非长度限制的编码。

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