تولید طرح‌های متقارن با استفاده از دستگاه دینامیکی گسسته

[1] M. Bisheh-Niasar, The effect of the caputo fractional derivative on polynomiography, Math. Interdisc. Res., 8 no. 4 (2023) 347−358.
[2] M. Bisheh-Niasar and K. Gdawiec, Bisheh-Niasar–Saadatmandi root finding method via the S-iteration with periodic parameters and its polynomiography, Math. Comput. Simulation, 160 (2019) 1–12.
[3] K. W. Chung and H. S. Y. Chan, Symmetrical patterns from dynamics, Computer Graphics Forum, 12 no. 1 (1993) 33–40.
[4] K. Gdawiec, K. Wiesław and L. Agnieszka, Polynomiography based on the nonstandard Newton-like root finding methods, Abstr. Appl. Anal., 2015 no. 1 (2015)
[5] K. Gdawiec, Polynomiography and various convergence tests, 21st International conference on computer graphics, in Proceeding sof the WSCG Communication, (2013) 15–20.
[6] K. Gdawiec, Procedural generation of aesthetic patterns from dynamics and iteration processes, Int. J. Appl. Math. Comput. Sci., 27 no. 4 (2017) 827–837.
[7] K. Gdawiec, W. Kotarski and A. Lisowska, Visual analysis of the Newton’s method with fractional order derivatives, Symmetry, 11 no. 9 (2019) 1–27.
[8] B. Kalantari, Polynomiography and applications in art, education and science, Comput. Graph., 28 no. 3 (2004) 417–430.

[9] B. Kalantari, Polynomial root-rinding and rolynomiography, World Scientific, Singapore, 2009.

[10] م. بیشه‌نیاسر، ﭼﻨﺪﺟﻤﻠﻪ ای ﻧﮕﺎری؛ ﺗﻠﻔﯿﻘﯽ از رﯾﺎﺿﯽ و ﻫﻨﺮ، فرهنگ و اندیشه، 64 (1398) 159--166.