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A Universal Grammar-Based Code for Lossless Compression of Binary Trees

机译:基于通用语法的二叉树无损压缩代码

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We consider the problem of lossless compression of binary trees, with the aim of reducing the number of code bits needed to store or transmit such trees. A lossless grammar-based code is presented, which encodes each binary tree into a binary codeword in two steps. In the first step, the tree is transformed into a context-free grammar from which the tree can be reconstructed. In the second step, the context-free grammar is encoded into a binary codeword. The decoder of the grammar-based code decodes the original tree from its codeword by reversing the two encoding steps. It is shown that the resulting grammar-based binary tree compression code is a universal code on a family of probabilistic binary tree source models satisfying certain weak restrictions.
机译:我们考虑二进制树的无损压缩问题,目的是减少存储或传输此类树所需的代码位数。提出了一种基于无损语法的代码,该代码分两步将每个二进制树编码为二进制代码字。第一步,将树转换为上下文无关的语法,从中可以重构树。在第二步中,无上下文语法被编码为二进制码字。基于语法的代码的解码器通过反转两个编码步骤,从其代码字解码原始树。结果表明,所得的基于语法的二叉树压缩码是满足某些弱约束的概率二叉树源模型族上的通用码。

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