CORDIC - Définition
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La liste des auteurs de cet article est disponible ici.
La liste des auteurs de cet article est disponible ici.
Bibliographie
- Jack E. Volder, The CORDIC Trigonometric Computing Technique, IRE Transactions on Electronic Computers, septembre 1959
- Daggett, D. H., Decimal-Binary conversions in CORDIC, IRE Transactions on Electronic Computers, Vol. EC-8 n°5, pp335-339, IRE, septembre 1959.
- J. E. Meggitt, Pseudo Division and Pseudo Multiplication Processes, IBM Journal, avril 1962.
- Vladimir Baykov, Problems of Elementary Functions Evaluation Based on Digit by Digit (CORDIC) Technique, rapport de thèse, Université d'État de Leningrad d'ingénierie électrique, 1972
- Schmid, Hermann, Decimal computation. New York, Wiley, 1974
- V.D.Baykov,V.B.Smolov, Hardware implementation of elementary functions in computers, Université d'État de Leningrad, 1975, 96p.
- Senzig, Don, Calculator Algorithms, IEEE Compcon Reader Digest, Catalogue IEEE N° 75 CH 0920-9C, pp139-141, IEEE, 1975.
- V.D.Baykov, S.A.Seljutin, Elementary functions evaluation in microcalculators, Moscou, Radio & svjaz, 1982,64p.
- Vladimir D.Baykov, Vladimir B.Smolov, Special-purpose processors: iterative algorithms and structures, Moscou, Radio & svjaz, 1985, 288 pages
- M. E. Frerking, Digital Signal Processing in Communication Systems, 1994
- Vitit Kantabutra, On hardware for computing exponential and trigonometric functions, IEEE Trans. Computers 45 (3), 328-339 (1996).
- Andraka, Ray, A survey of CORDIC algorithms for FPGA based computers
- 'Le Secret des Algorithmes, Jacques Laporte, Paris 1981
- Jean-Michel Muller, Elementary Functions – Algorithms and Implementation, 2nd Ed., Birkhäuser, Boston, 2006
