Dynamical systems are mathematical models in which each point ’s motility over sentence is set by a fixed linguistic rule . While these system have some pragmatic uses , such as tracking wildlife migration radiation pattern or measure the flow of water through a pipe , they can also create stunningly beautiful icon . The University of Liverpool has put up a picture gallery of dynamic organization images , like the one above , which shows a four - dimensional system express in two dimensions . Sometimes , dynamic systems even create maths erotica . There ’s a slideshow of dynamical systems images , narrated by math Professor Lasse Rempe , here . The epitome are very intricate and aesthetically pleasing – each point in an double is essentially its own dynamical system , reacting to the rules within its equation . Dr. Rempe also talk over in short the nature of art , and whether such mathematically produced simulacrum count as “ prowess . ” He feel that the creative person ’s aim is the deciding element , which brings to mind some interesting questions about the possibility of computer - generated art . Some of the icon are just plain funny . What precisely are we looking at here ? What equation created this ?
I ’ll leave it to the io9 readers ’ productive imagination to determine . icon by : BBC.Audio slideshow : The art of mathematics.[BBC News ]
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