Implicit Surfaces & Independent Research YouTube video by Matt Keeter

hello my talk is online now and you can watch it

www.youtube.com/watch?v=UxGx...

(it's pretty good IMHO)

Raymarching The Gunk How the raymarched slime was developed for the game The Gunk.

I've written an article for my webpage on how the raymarcher for The Gunk was made! jarllarsson.github.io/gen/gunkraym...
#gamedev #xbox #gp #graphicsprogramming #rendering #unreal

Shadertoy

Thanks for pointing this out, I think you're right. I tried a different approach; jittering the dots a little www.shadertoy.com/view/4XVBDh

Shadertoy

This is a lot less elegant, but kind of interesting www.shadertoy.com/view/4XGBzz

Shadertoy

Beautiful effect, and thank you for the detailed explainer!

I wonder how it would look with a noisier distribution of dots? Might help with the artifacts at glancing angles

Here's a rough sketch using fractal layers of voronoi www.shadertoy.com/view/M3cfWf

Exploring the fractal reef

cool :) I've applied

I am, though are they okay with fully remote? I’m in London

The atomic structure of fractals

That’s handled by Three.js threejs.org/examples/mis...

To position them, I execute the map function separately to find the jacobian matrix of p for each gmTransform invocation

Changes to the gizmos are then sent back to the shader as uniforms

It's really fun to explore fractals this way tdhooper.github.io/offline-shad...

One of the tedious aspects of modeling SDFs with raw shader code is adjusting the position of objects, so I'm adding transform gizmos into my tool

They write changes directly to the shader on disk, so I don't need an external object hierarchy

tdhooper.github.io/offline-shad...

Shadertoy

Doing the same in 3D is similar, but we need to find the axis of rotation as well as that convergence point, I break that down here www.shadertoy.com/view/wslyzH

Once we've put all that together we can have some fun with it ;) here's the shader used to make these gifs www.shadertoy.com/view/lf3BDr

Finally we just need to scale exponentially instead of linearly

Notice there is a point that the fractal converges on, if we rotate around that, it looks better but there's still a little jump

I've a method for finding this point of convergence here www.shadertoy.com/view/tscBDH

We can try linearly interpolating from one transform to the next, it loops, but it's not continuous

Let's look at the problem in 2D, we want to achieve this, moving from one face to the next in a smooth continuous movement

Finding a camera path that loops seamlessly is straightforward if you're just spinning around an object, or zooming in to a point... but I wanted a path that seamlessly loops between two parts of any self-similar fractal.

Bloom 💀 YouTube video by tdhooper

This one's from 2020, one again created entirely with a raymarching shader

www.youtube.com/watch?v=ACqg...

This time I'll talk about seamless camera movement...

Our new Radiozoa jewelry collection and Patreon sculptures build on our work designing structures with anisotropic centroidal Voronoi diagrams. Here’s a deep dive thread on what that means and how we generate these forms.

n-e-r-v-o-u-s.com/shop/line.ph...

🧵

Fractal Polycephaly YouTube video by tdhooper

Bluesky seems to have lost the video, so here's a link instead www.youtube.com/watch?v=ce-1...

I've messaged you on linkedin :)

Once we have these closest hexagon centers, we can calculate an SDF for the hexagon edges, use that to fracture our head geometry, and even blend smaller heads into the hexagons :)

Shadertoy

Here's a shadertoy with a minimal version of this geodisic tiling method www.shadertoy.com/view/XtKSWc

Which we use to tile the face with hexagons, I'm using a variation of this technique from Matt Zucker www.shadertoy.com/view/4d2GzV, it gives you the closest hexagon centers in 2D, which I then project onto the face in 3D by reversing the steps I used to make the uv-map

From these two points, we can construct a little uv-map for the section of the icosahedron face we're near

Shadertoy

I'm using a geodesic tiling based on subdividing an icosahedron, so we start by finding the positions of the closest icosahedron face, and a vertex on that face

I've found a pretty compact way of doing this, without iteration, here www.shadertoy.com/view/fdXcDl

We can speed things up by just calculating distance to the tile we're near, or even better, just the tile-corner we're near

I fragment the head into little hexagon tiles, so how do we find the distance to the closest tile from some position in space? We could loop through a list of tile positions, calculate the SDF for each one, and return the smallest distance... but this becomes expensive for all those march iterations