Wave function collapse implementation in Haskell. This implementation works on a "Graph" rather than an image, so it scales to arbitrary dimensions. This means you can run WFC in 2D, 3D, or even do 3D ...

This repository contains a Unity implementation of an experimental extension to the Wave Function Collapse algorithm in which each cell collapse is impacted by proximity to a weighted graph. The goal ...

Due to its abstract and counterintuitive nature, quantum mechanics is considered as one of the most challenging subjects in science and technology. This study outlines a general workflow for the ...

This paper presents three-dimensional (3D) orthogonal vector basis functions for the time-domain finite element (TDFEM) solution of vector wave equations. Both completeness and orthogonality ...

We derive the Ewald representation for the dyadic periodic Green's functions to represent the electromagnetic field in a three dimensional (3D) periodic array of electric and magnetic dipoles. Then we ...