Alexander horned sphere zoom Posted on 2021/11/04 by Carl Robitaille Reply Alexander horned sphere zoom The Shader of the Week is 'Alexander horned sphere zoom' by tmst : https://t.co/pFQpWXK4ov pic.twitter.com/jR8e3dXcdK— Shadertoy (@Shadertoy) November 3, 2021
Fun fact – vegetation on Brave was a procedural geometry generator that ran at render time Posted on 2021/11/04 by Carl Robitaille Reply Fun fact – vegetation on Brave was a procedural geometry generator that ran at render time. The seed for the generator was @iquilezles' phone number with the comment:// Call me if you don't understand thisseed = 555-555-5555; pic.twitter.com/HAxhDXptbh— Jeremy Cowles (@MoldyMagnet) October 27, 2021
Forget flat-earth, how about 8₁₈-knot-complement-earth? Posted on 2021/11/04 by Carl Robitaille Reply https://twitter.com/KangarooPhysics/status/1453361317058945028?s=20
Figure-8 Knot Posted on 2021/11/04 by Carl Robitaille Reply Figure-8 Knot Realtime version: https://t.co/MC59RO4BkINot an an SDF sadly. @henryseg, do you have an implicit definition f(w,x,y,z)=0 around that is equivalent to your parametric version? I can try making A(t) a function of z, see how far I can go. But you've probably been there already.— inigo quilez (@iquilezles) October 25, 2021
Locally Scaled Domain Coloring, Part 1: Contour Plots Posted on 2021/10/15 by Carl Robitaille Reply Locally Scaled Domain Coloring, Part 1: Contour Plots Locally Scaled Domain Coloring, Part 1: Contour Plots https://t.co/GAmU4yZR61— Analysis Fact (@AnalysisFact) October 15, 2021
3D knot animation Posted on 2021/10/07 by Carl Robitaille Reply pic.twitter.com/DGIQ8Ca8Jg— Daniel Piker (@KangarooPhysics) October 4, 2021
Large Steps in Inverse Rendering of Geometry Posted on 2021/09/27 by Carl Robitaille Reply Large Steps in Inverse Rendering of Geometry Differentiable rendering can be surprisingly fragile whenever meshes are involved. A noisy gradient descent step is all it takes to turn the current reconstruction inside-out. The standard countermeasure for those kinds of problems is called Laplacian regularization. (2/7) pic.twitter.com/YvUhf86hNa— Wenzel Jakob (@wenzeljakob) September 23, 2021