The Beautiful Gaussian Integral.

The Gaussian Integral.

The Gaussian Integral. [

Fourier Integral & 3D Gaussian Wave

Gaussian splashing

Gaussian Painters imported into #b3d as ellipsoids (3D Gaussian... Splatting plugin for Blender - work in progress)show more

Volume is the integral of area

2. 4D Gaussian Splatting example:

Gaussian splatting is getting crazy!

Comparison of the Wasserstein, Hellinger, Kullback-Leibler and reverse KL... on the space of Gaussian distributions.show more

yoooooo.... 3D gaussian splatting + simulated kinematics

Apple just trained a 3D Gaussian head reconstruction model... on 10,000+ subjects. Feed-forward. No test-time optimization. New identity in, reconstructed Gaussian head out. The UV-parameterized Gaussian representation decouples the number of Gaussians from the number and resolution of input images, making it practical to train with many high resolution views. And the heads are not just static either: text-conditioned identity generation, plus blendshape-driven latent animation across identities. We've been building in the 3D Gaussian Splatting space for a while. The gap between "research demo" and "works on real people at scale" is closing fast.show more

This is a fun interactive article explaining the intuition... behind Gaussian Processes. Gaussian Processes allow you to construct a distribution over functions with a continuous domain. They are incredibly useful for applications like Bayesian regression.show more

3D Gaussian Splatting with Unity VFX Graph

The Breather surface is the surface of Gaussian curvature... -1 that corresponds to the solution of the Sine-Gordon equationshow more

I made a 3D Gaussian Splatting renderer for WebGL!... The following scene renders 1.3M splats in real time. I wanted to understand a bit more how gaussian splats were rasterized, reimplementing the original paper seemed to be the best approach. I will publish it on github soon!show more

The most beautiful formula in calculus! Master one of... vector calculus's most profound concepts with this stunning visualization of Stokes' Theorem. This video provides a clear, intuitive animation showing the equality between the line integral of a vector field over a closed loop (boundary circulation) and the surface integral of the curl over the enclosed surface (surface curl). Watch how the circulation around curve C perfectly balances the sum of the infinitesimal rotations within surface S. #calculus #math #stokestheorem #manim #mathematicsshow more

More experiments with gaussian splats and AR image targets

Distilled-3DGS Distilled 3D Gaussian Splatting