el @elliot.website · 28/07/2025Squarifying each quad in a loop of quads using inverse bilinear transformation 2656
el @elliot.website · 30/06/2025abstract explorational sketch of relational layout from a few months ago 080
el @elliot.website · 09/05/2025It wouldn't be fantastic for graphs in general, but you can make a nice interactive Directed Acyclic Graph (DAG) layout with it. You can lay out a spanning tree of a graph and then add the rest of the non-tree edges in. The layout in the video is almost that, except a little nicer and more DAG-y. 160
el @elliot.website · 09/05/2025Making progress on my relational layout lib. Did a pass on improving the API and hopefully the code is more readable now. 2533
el @elliot.website · 29/04/2025Here's a cut of some of my interactive and visual work from the past year. I'm looking for work! I'm looking for remote work developing, prototyping and/or researching on editors, custom interactive things, or visualizations. I mostly work in JS/TS. Let me know if you know something pls ty :) 59024
el @elliot.website · 03/04/2025A person on mathstodon gave the feedback that it is too fast to understand. Here's a slowed down version. It also includes low values at each node in the algorithm, to help make it more clear what is happening. 061
el @elliot.website · 02/04/2025finding an acyclic sub-graph inside a graph using depth first traversal. 1101
el @elliot.website · 28/02/2025I've been working on and using a tool for canvas program sketches. I've been trying to get the text editing experience to be nice in Polytope; this tool has made me deal with the bugs. It has an interactive program history tree. 0101
el @elliot.website · 21/01/2025If we define a discrete plane curve by giving a starting position, an edge length, and a list of nth order curvatures, can we somehow smooth out that curve e.g. come up with a d.p. curve with the same curvatures that passes through the same points but with shorter edge length? A failed attempt: 150
el @elliot.website · 10/12/2024visualizing the nth derivative using an osculating curve. inspired by @freya.bsky.social's "Continuity of Splines" and @keenancrane.bsky.social's "Discrete Differential Geometry". 1559
el @elliot.website · 03/12/2024@sharons.site and I lost. We made a local-only potato image sharing application a while ago. It shared your potato via a hash in the url. 131
el @elliot.website · 01/11/2024The infinitely zoomable number line I previously made (vezwork.github.io/polylab/dist...) wasn't actually infinitely zoomable because it used floating point numbers to represent the position and zoom. So I made my own numbers to make an actually* infinitely zoomable number line. Debug view 110
