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Prikvačeni tweet
The mathematical experience...https://twitter.com/Calvinn_Hobbes/status/1108845834672762886 …
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I’m back! Having a busy month moving and settling in
@Stanford, but this hasn’t totally kept me away from making cool pictures :) Here’s a depiction of an Anosov mapping class on a torus 1/npic.twitter.com/kOFV9vd5ov
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Dodacedra growing until they fill the hyperbolic space. Each has an inscribed cube. While these cubes do not fill the hyperbolic space (only 40%), the rest can be filled with the same cubes (12-hedron = cube + 6 quartercubes). (Observed by MagmaMcFry in the HyperRogue discord.)pic.twitter.com/6LNb1JbwBo
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In the hyperbolic plane objects wrap in an interesting way. From the centre of the fundamental polygon they act in the same way as in the euclidean plane, leaving one side and appearing at the opposite side, but elsewhere the sides pair in a less obvious way.pic.twitter.com/UeFKALTUQM
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Flying through a highly symmetric hyperbolic manifold. See also https://youtu.be/46KcsVCYEU8 for another version/more. The space is constructed from 120 {5,3,5} dodecahedra.pic.twitter.com/dDCaXikjG0
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The {7,3,3} honey combe 3D print designed by
@roice713 gives quite a nice light if you put a bright LED undeneath it. In this case a phone.pic.twitter.com/v3uNB2uctq
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More hyperbolic Moiré patterns. The two interfering patterns are the same as yesterday, but this time the moving one rotates.pic.twitter.com/jFDmFMmohD
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Screen capture of a work in progress---a point cloud WebGL visualization app for things other than Fuchsian groups!pic.twitter.com/uYdOAE34UX
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At
@ICERM this semester, Matthias Goerner made an in-space viewer for hyperbolic 3-manifolds in the geometry/topology software SnapPy starting from our cohomology fractals code. We're still working on it, but here's a path through Dehn surgery space for the fig 8 knot complement.pic.twitter.com/uaNgz470QkHvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi -
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Hyperbolic Moiré patterns, a rich idea suggested by
@robstalobsta82. This was made using two identical patterns having [3,7] symmetry, one fixed and the other translating.pic.twitter.com/1AxbMHfti8Hvala. Twitter će to iskoristiti za poboljšanje vaše vremenske crte. PoništiPoništi -
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The video wherein
@bachmandesign,@SaulSchleimer and I finally explain what these cohomology fractals are: https://youtu.be/fhBPhie1Tm0 pic.twitter.com/JYqOdhiiwR
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I like this little succulent Sarah picked up for us. The hyperbolic leaves wrinkle slowly, which means they have a relatively large radius of curvature.pic.twitter.com/pOJRSa9yhr
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My Fuchsian group viewer http://dumas.io/slview just got some new features, including ability to turn the torus model inside out!pic.twitter.com/4iaTGfNcIl
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Big update to https://henryseg.github.io/cohomology_fractals … - we now have all of the manifolds in the orientable SnapPy census up to 7 tetrahedra, and sliders to make linear combinations of cohomology classes (try m129). With
@bachmandesign and@SaulSchleimer.pic.twitter.com/wClUROBNQf
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Our 2019 Illustrating Mathematics Art Exhibit book is available for sale online! Enjoy the amazing works of art on display during the Illustrating Mathematics fall semester program! Makes a great gift, too! To purchase: http://bit.ly/icermartbook
#mathart#illustratingmathematicspic.twitter.com/MmVPofsDZK
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#Hyperbolic#tiling shown in the conformal square projection. Cantellated {16,3}.pic.twitter.com/wznom8OPu2
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Peak life experience... tracking through the sky with a friend.pic.twitter.com/k5ISD1PDoG
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Art of the Day: by Roice Nelson, Software Developer, GE Aviation. {7,3,3} Hyperbolic Honeycomb 12 x 12 x 12 cm 3D printed sculpture 2017 http://gallery.bridgesmathart.org/exhibitions/2019-icerm-illustrating-mathematics/roice3 …
#mathart#illustratingmathematics#3Dprinting#3dart#3Dpic.twitter.com/xkU4gmbfqw
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