The additively weighted Voronoi diagram is defined when positive weights are subtracted from the distances between points.
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:: Additively weighted Voronoi diagram ::
I wrote this implementation many years ago, but I feel it didn’t receive the recognition it deserved, especially since it was the first freely available. So, better late than never—I’d like to present it here. It’s an algorithm for computing the Weighted Voronoi Diagram, which extends the classic Voronoi diagram by assigning different influence weights to sites. This helps solve problems in computational geometry, geospatial analysis, and clustering, where sites have varying importance. While my implementation isn’t the most robust, I believe it could still be useful or serve as a starting point for improvements. What do you think?
I have been working inside a dating app for a few months and there are a lot of interesting things. This article is going to be without any structure as there are many things to say. I will mostly ignore homosexual interactions. Not because they don't exist, just because it …
I fudged the CPI calculation a bit because I didn't do the compounding monthly, but I ensured that based on the CPI calculator, the starting value of $11.99 -> $16.43 from January 2013 -> December 2024.
To be fair, I think CPI is somewhat bullshit, but it was the easiest .gov source for inflation data that I knew about.