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You're right. After publishing, someone on Reddit told me that fractional votes are technically OK. If you look closely for it, I mention it in a footnote that
by timdaub 5y ago
You're right. After publishing, someone on Reddit told me that fractional votes are technically OK.
If you look closely for it, I mention it in a footnote that I added after publishing.
- iainmerrick 5y agoIf you’re willing to edit the post, I suggest just removing that whole section, or at least boiling it down to a couple of sentences (here’s a thing that went wrong, here’s the fix). It seems like a rather shallow observation that just detracts from the deeper ones that follow.
- timdaub 5y agoI had considered doing that. But I think it'd paint a false picture. In the half a year of developing the app, and me being mostly concerned with correctly implementing the voting algorithm and understanding the math - when reading Wikipedia and what is outlined in Weyl's book, it wasn't obvious that fractal votes can be used. As a single tech freelancer working for a federally-funded exhibition hall, I wanted things to be correct. So I stuck to the script (aka the most credible sources accessible). I've added the footnote in the article linking to a Reddit post where someone claims having talked to Weyl about fractal votes and that he positively reaffirmed it [1]. Anyone could comment that though. But from a mathematical point of view, it isn't trivial (at least for me) whether fractal votes represent the same system as is currently laid as "quadratic voting". Sure, if I end up completely understanding why fractal votes are mathematically equal to natural-numbered votes, I'll do as you suggested. references: - 1: https://www.reddit.com/r/radicalxchange/comments/tprsgi/the_user_experience_problems_of_quadratic_voting/i2e519e/ https://www.reddit.com/r/radicalxchange/comments/tprsgi/the_...
- 3np 5y agoSurely you mean fractional and not fractal? I'm new to this but intuitively: The function is contiguous. Natural votes somehow behaving differently is what would be unexpected and need proof.