In time, tributes to our particular stellation started appearing-in various materials and sizes:īut just a year after we released Mathematica 1.0, we were getting ready to release Mathematica 1.2, and to communicate its greater sophistication, we wanted a more sophisticated logo. And by the time Mathematica 1.0 was released in 1988, the stellated icosahedron was everywhere: But quite soon the 3D object it generated began to emerge as the de facto logo for Mathematica. (Yes, that’s what the original notebook interface looked like, 30 years ago…)Īt first this was just a nice demo that happened to run fast enough on the computers we were using back then. So we decided to take the last of the Platonic solids-the icosahedron-and then make something more complex by a certain amount of stellation (or, more correctly, cumulation). But as we approached the release of Mathematica 1.0, we wanted a more impressive example. In our early demos, this let us create wonderfully crisp images of Platonic solids. ![]() It comes from a 3D object-a polyhedron that’s called a rhombic hexecontahedron:īut what is its story, and how did we come to adopt it as our symbol?īack in 1987, when we were developing the first version of Mathematica, one of our innovations was being able to generate resolution-independent 3D graphics from symbolic descriptions. We call it “ Spikey”, and in my life today, it’s everywhere:
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