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Issue No.01 - January (1974 vol.23)
pp: 9-20
E. Kinoshita , Department of Electronics, University of Osaka Prefecture
ABSTRACT
The residue number system is an integer number system and is inconvenient to represent numbers with fractional parts. In the symmetric residue system, a new representation of floating-point numbers and arithmetic algorithms for its addition, subtraction, multiplication, and division are proposed. A floating-point number is expressed as an integer multiplied by a product of the moduli. The proposed system assumes existence of necessary conversion procedures before and after the computation.
INDEX TERMS
Cyclic mixed-radix system, exponent part, floating-point arithmetic algorithms, floating-point representation, mantissa, normalized form, number of precision n, symmetric residue number system.
CITATION
E. Kinoshita, H. Kosako, Y. Kojima, "Floating-Point Arithmetic Algorithms in the Symmetric Residue Number System", IEEE Transactions on Computers, vol.23, no. 1, pp. 9-20, January 1974, doi:10.1109/T-C.1974.223772
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