Cordic двойные итерации. cordic double iterations,

CORDIC double iterations, Vladimir Baykov
Метод CORDIC: двойные итерации


The method of double iterations as applied to the CORDIC method for computing arcsine, arccosine, ln, exp, and for direct and inverse hyperbolic functions was justified by me and described in detail in my Ph.D. thesis in 1972. Double CORDIC iterations are self-correcting and compensate for possible wrong steps in subsequent iterations.
   A summary of this is given here, in my PhD thesis in 1972 (in English):
http://baykov.de/CORDIC1972.htm
  It was described in more detail here:
http://cordic-bibliography.blogspot.com/.../double...
and also in my book, published in 1975 in 10,000 copies. http://baykov.de/CORDIC1975.htm
and also in my other book, published in 1985 in 13,800 copies. http://baykov.de/CORDIC1985.htm
Individual links to my works, related to CORDIC double iterations can be found here:
M.Zechmeister:  https://arxiv.org/pdf/2008.02894
Solving Kepler’s equation with CORDIC double iteration
T. Lang and E. Antelo, “CORDIC-based computation of arccos and arcsin,” in Proc. IEEE Int. Conf. Appl. Specific Syst. Architect. Process., Jul. 1997, pp. 132–143. [14] M.
https://dl.acm.org/doi/10.1109/12.709373
Jacques LAPORTE, Digit by digit methods
https://web.archive.org/.../Jacques.../digit_by_digit.htm
The full list of my publications in the CORDIC Bibliography Site, I've compiled together with the Editor-in-Chief of the "IEEE Transactions on Computer"       Dr. Earl Swartzlander:
http://cordic-bibliography.blogspot.com/.../cordic...
http://cordic-bibliography.blogspot.com/.../double...
 The major part of my books one can find in many European and American university libraries by searching in Worldcat.org.
For example:
https://search.worldcat.org/de/title/904764358...
https://search.worldcat.org/de/title/18053431