![]() ![]() That weirdness can give the non-mathematician an idea of how picturing non-Euclidean geometries mentally can strain even the minds of mathematicians and physicists. Or you can peruse it on a computer in 2D using the arrow keys.īut be a little careful walking around the 3D version, as the hyperbolic space doesn't have a floor to provide visual balance orientation, and turning corners is very different from in everyday life. You can navigate it with your VR headset or smart phone via a webVR interface. In the meantime, if you'd like a peek at the warped rainbow weirdness yourself, go here: h3. We'll go into the difference between them in the next section. ![]() Most people have never consciously seen hyperbolic geometry, as opposed to Euclidean geometry, which is how we usually experience the world. "It never stops, just keeps going, and you never get to the back side of it." He slid around a diamond-like shape in VR hyperbolic space, describing it. "If you walk around in this space, things that started out horizontal and vertical become twisted and weird," Segerman said, as he donned a VR headset. When Matsumoto or her collaborator, mathematician Henry Segerman from Oklahoma State University, do that, they're actually exploring particular geometric nooks. Splashed in color, the virtual space's graphics can seduce even the most math-phobic mind to roam, crawl or slither about. ![]()
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