[1] Choate, J., Devaney, R. L., Foster, A.: Fractals: A tool kit of dynamics activities. (1999). Key Curriculum Press.
[2] Divišová, B.: Fraktály a jak o nich učit. (2013). Učitel matematiky, 21(3), 144-158.
[3] Edgar, E.:
Measure, topology, and fractal geometry. (2008). Springer.
MR 2356043
[4] Falconer, K.:
Fractal geometry: Mathematical foundations and applications. (2014). John Wiley & Sons.
MR 3236784
[5] Lesmoir-Gordon, N., Rood, W., Edney, R.: Introducing: Fractal geometry. (2006). Icon Books.
[6] Linton, O.: Fraktály: Na hraně chaosu. (2021). Dokořán.
[7] Mandelbrot, B. B.:
The fractal geometry of nature. (2022). Echo Point Books & Media.
MR 0665254
[8] Peitgen, H., Jürgens, H., Saupe, D.:
Chaos and fractals: New frontiers of science. (1992a). Springer-Verlag.
MR 2031217
[9] Peitgen, H., Jürgens, H., Saupe, D.:
Fractals for the classroom: Part one introduction to fractals and chaos. (1992b). Springer-Verlag.
MR 1132883
[10] Peitgen, H., Jürgens, H., Saupe, D., Maletsky, E., Perciante, T., Yunker, L.:
Fractals for the classroom: Strategic activities volume one. (1993). Springer-Verlag.
MR 1165945
[11] Ventrella, J.: The family tree of fractal curves: A taxonomy of plane-filling curves using complex integer lattices. (2019). Eyebrain Books.
[12] Zelinka, I., Včelař, F., Čandík, M.: Fraktální geometrie: principy a aplikace. (2006). BEN - technická literatura.