- 1 ERCOLI, P.; AND VACCA, R. Binary arithmetic for discretely variable word length in a serial computer. Commun. ACM 2, 4 (April 1959), 13-16. Google ScholarDigital Library
- 2 HOLLINGDALE, S. H. High Speed Computing: Methods and Applications, p. 25. English Universities Press, London, 1959.Google Scholar
- 3 JEENEL, JOACHIM. Programming for Digital Computers, pp. 45-49,340-343. McGraw-Hill, New York, 1959.Google Scholar
- 4 McCORMICK, E. M. Digital Computer Primer, pp. 156-158. McGraw Hill, New York, 1959.Google Scholar
- 5 McCRACKEN, D. D. Digital Computer Programming, pp. 191- 197. Wiley, New York, 1957. Google ScholarDigital Library
- 6 TRIMBLE, JR., G. R. A method for performing double precision arithmetic on the IBM Type 650. Technical Newsletter No. 8, Applied Science Division, International Business Machines Corporation, New York, 1954, pp. 60-66.Google Scholar
- 7 VON NEUMANN, J.; AND GOLDSTINE, H. Planning and coding of problems for an electronic computing instrument. Institute for Advanced Study, Princeton, N. J., 1947.Google Scholar
- 8 WILKES, M. V.; WHEELER, D. J.; AND GILL, STANLEY. Programs for an Electronic Digital Computer, pp. 156-158. Addison-Wesley, Reading, 1957.Google Scholar
- 9 Basic arithmetic operations for double precision numbers with fixed binary point. SEAC Operating and Programming Notes, V, National Bureau of Standards Report, Sept. 1952.Google Scholar
- 10 Double precision addition and subtraction. Univac Solid State 80 or 90 Library Routine DAS01 (U1876.51).Google Scholar
- 11 Double precision multiplication. Univac Solid State 80 or 90 Library Routine OPM01 (U1876.54).Google Scholar
- 12 Double precision add, double precision multiply. USEful Note 5, Univac Scientific Exchange.Google Scholar
- 13 Triple precision arithmetic. SHARE Reference Manual Ab stracts of Distributed Programs, Program A1CA0045.Google Scholar
- 14 Triple precision arithmetic package. SHARE Reference Manual Abstracts of Distributed Programs, Program A1CA0012.Google Scholar
Recommendations
Using Multiple-Precision Arithmetic
High-precision arithmetic is useful in many different computational problems. The most common is a numerically unstable algorithm, for which, say, 53-bit (ANSI/IEEE 754-1985 Standard) double precision would not yield a sufficiently accurate result.. For ...
Development of quadruple precision arithmetic toolbox QuPAT on scilab
ICCSA'10: Proceedings of the 2010 international conference on Computational Science and Its Applications - Volume Part IIWhen floating point arithmetic is used in numerical computation, cancellation of significant digits, round-off errors and information loss cannot be avoided. In some cases it becomes necessary to use multiple precision arithmetic; however some ...
Multiple-Valued Arithmetic Integrated Circuits Based on 1.5V-Supply Dual-Rail Source-Coupled Logic
ISMVL '95: Proceedings of the 25th International Symposium on Multiple-Valued LogicAbstract: This paper presents a new multiple-valued current-mode MOS integrated circuit for high-speed arithmetic systems with a low supply voltage. The use of a multiple-valued source-coupled logic circuit with dual-rail complementary inputs makes a ...
Comments