Abstract
Usually n decimal digits are represented by 4n bits in computers. Actually, two BCD digits can be compressed optimally and reversibly into 7 bits, and three digits into 10 bits, by a very simple algorithm based on the fixed-length combination of two variable field-length encodings. In over half of the cases the compressed code results from the conventional BCD code by simple removal of redundant 0 bits. A long decimal message can be subdivided into three-digit blocks, and separately compressed; the result differs from the asymptotic minimum length by only 0.34 percent. The hardware requirement is small, and the mappings can be done manually. © 1975, ACM. All rights reserved.
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Chen, T. C., & Ho, I. T. (1975). Storage-Efficient Representation of Decimal Data. Communications of the ACM, 18(1), 49–52. https://doi.org/10.1145/360569.360660
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