Thesis Details
Fraktály v počítačové grafice
This Master's thesis deals with history of Fractal geometry and describes the fractal science development. In the begining there are essential Fractal science terms explained. Then description of fractal types and typical or most known examples of them are mentioned. Fractal knowledge application besides computer graphics area is discussed. Thesis informs about fractal geometry practical usage. Few present software packages or more programs which can be used for making fractal pictures are described in this work. Some of theirs capabilities are described. Thesis' practical part consists of slides, demonstrational program and poster. Electronical slides represents brief scheme usable for fractal geometry realm lectures. Program generates selected fractal types. Thesis results are projected on poster.
Fractal, Julia set, Mandelbrot set, Newton fractal, L-system, Iterated Function Set, Stochastic fractal, Hausdorff dimension, attractor, self-similarity, Sierpinski triangle, African fractals, Cantor set, Koch flake, Hilbert curve, Fractal Flame
Bartík Vladimír, Ing., Ph.D. (DIFS FIT BUT), člen
Douša Jiří, doc. Ing., CSc. (FEE CTU), člen
Drahanský Martin, prof. Ing., Dipl.-Ing., Ph.D. (DITS FIT BUT), člen
Eysselt Miloš, Ing., CSc. (DCSY FIT BUT), člen
Zbořil František V., doc. Ing., CSc. (DITS FIT BUT), člen
@mastersthesis{FITMT5134, author = "Jan Hein\'{i}k", type = "Master's thesis", title = "Frakt\'{a}ly v po\v{c}\'{i}ta\v{c}ov\'{e} grafice", school = "Brno University of Technology, Faculty of Information Technology", year = 2007, location = "Brno, CZ", language = "czech", url = "https://www.fit.vut.cz/study/thesis/5134/" }