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A simplified variant of tabled asymmetric numeral systems with a smaller look-up table

机译:具有较小查找表的Table非对称数字系统的简化变体

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Data storage is an indispensable part of data management system. Asymmetric numeral systems (ANS) is a widely used compression algorithm. A number of implementations, such as range asymmetric numeral systems (rANS) and tabled asymmetric numeral systems (tANS), were proposed. However, rANS requires some costly arithmetic operations (integer additions, multiplications and divisions), and tANS requires large space to store the entire behavior in a look-up table. When the integer addition is allowed, this paper proposes a variant of tANS, that requires much smaller look-up table than the conventional tANS. In addition, a decoding algorithm to decode multiple symbols at once is proposed. The simulation shows that with a slight loss of compression ratio (approximately 0.5% lower), the proposed method has up to a 25% ( 60%) better throughput than rANS in encoding (decoding).
机译:数据存储是数据管理系统不可或缺的一部分。 不对称数字系统(ANS)是一种广泛使用的压缩算法。 提出了许多实施方式,例如范围不对称数字系统(RAN)和TABLED的非对称数字系统(TAN)。 但是,Rans需要一些昂贵的算术运算(整数添加,乘法和划分),而坦格需要大空间来存储查找表中的整个行为。 当允许整数添加时,本文提出了一种坦率的变种,这需要比传统营更小的查找表。 另外,提出了一次解码算法一次解码多个符号。 模拟表明,随着压缩比的轻微损失(约0.5%),所提出的方法高达25%(60%)比编码(解码)中的RAN更好的吞吐量。

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