Improved Scaling-Free CORDIC algorithm. - Leonid V. Moroz; Taras Mykytiv; Martyn Herasym (EWDTS, 2013)

Fast exact digital differential analyzer for circle generation - Jan L. Cieslinski; Leonid V. Moroz (CoRR, 2013)

Simple Hybrid Scaling-Free CORDIC Solution for FPGAs. - Leonid V. Moroz; Shinobu Nagayama; Taras Mykytiv; Ihor O. Kirenko; Taras Boretskyy (Int. J. Reconfigurable Comput., 2014)

Fast exact digital differential analyzer for circle generation. - Jan L. Cieslinski; Leonid V. Moroz; Cezary J. Walczyk (Appl. Math. Comput., 2015)

An Effective Floating-Point Reciprocal. - Leonid V. Moroz; Volodymyr Samotyy; Oleh Horyachyy (IDAACS-SWS, 2018)

Fast calculation of inverse square root with the use of magic constant - analytical approach. - Leonid V. Moroz; Cezary J. Walczyk; Andriy Hrynchyshyn; Vijay Holimath; Jan L. Cieslinski (Appl. Math. Comput., 2018)

Improving the accuracy of the fast inverse square root algorithm. - Cezary J. Walczyk; Leonid V. Moroz; Jan L. Cieslinski (CoRR, 2018)

Algorithms for Calculating the Square Root and Inverse Square Root Based on the Second-Order Householder's Method. - Leonid V. Moroz; Volodymyr Samotyy; Oleh Horyachyy; Ulyana Dzelendzyak (IDAACS, 2019)

A Modification of the Fast Inverse Square Root Algorithm. - Cezary J. Walczyk; Leonid V. Moroz; Jan L. Cieslinski (Comput., 2019)

Simple Effective Fast inverse square root Algorithm with two Magic constants. - Oleh Horyachyy; Leonid V. Moroz; Viktor Otenko (Int. J. Comput., 2019)

Efficient Floating-Point Division for Digital Signal Processing Application [Tips & Tricks]. - Leonid V. Moroz; Volodymyr Samotyy (IEEE Signal Process. Mag., 2019)

Efficient Floating -Point Square Root and Reciprocal Square Root Algorithms. - Leonid V. Moroz; Volodymyr Samotyy; Mariusz Wegrzyn; Ulyana Dzelendzyak (IDAACS, 2021)

FPGA Implementation of CORDIC Algorithms for Sine and Cosine Floating-Point Calculations. - Anatoliy Sergiyenko; Leonid V. Moroz; Lesya Mychuda; Volodymir Samotyj (IDAACS, 2021)

Modified Fast Inverse Square Root and Square Root Approximation Algorithms: The Method of Switching Magic Constants. - Leonid V. Moroz; Volodymyr Samotyy; Oleh Horyachyy (Comput., 2021)

Improving the Accuracy of the Fast Inverse Square Root by Modifying Newton-Raphson Corrections. - Cezary J. Walczyk; Leonid V. Moroz; Jan L. Cieslinski (Entropy, 2021)

Simple Multiple Precision Algorithms for Exponential Functions [Tips & Tricks]. - Leonid V. Moroz; Volodymyr Samotyy; Zbigniew Kokosinski; Pawel Gepner (IEEE Signal Process. Mag., 2022)

Modified CORDIC Algorithm for Givens Rotator. - Pawel Poczekajlo; Leonid V. Moroz; Ewa Deelman; Pawel Gepner (ICCS (6), 2024)

Low Latency Recoding CORDIC Algorithm for FPGA Implementation. - Pawel Poczekajlo; Leonid V. Moroz; Ewa Deelman; Michela Taufer; Pawel Gepner; Jerzy Krawiec (ICCS (3), 2025)

Evaluation of new CORDIC algorithms implemented on FPGA for the Givens Rotator. - Pawel Poczekajlo; Leonid V. Moroz; Ewa Deelman; Pawel Gepner (J. Comput. Sci., 2025)

Optimal Approximation of the 1/x Function using Chebyshev Polynomials and Magic Constants. - Cezary J. Walczyk; Leonid V. Moroz; Volodymyr Samotyy; Jan L. Cieslinski (ACM Trans. Math. Softw., 2025)

Fast and accurate approximation algorithms for computing floating point square root. - Zbigniew Kokosinski; Pawel Gepner; Leonid V. Moroz; Volodymyr Samotyy; Mariusz Wegrzyn; Nataliia Gavkalova (Numer. Algorithms, 2025)