Here’s a video I’ve had in mind to do for a year or so, and it’s been some time since I did a polyplot post. And now I’ve finally finished it.
Here’s a video I’ve had in mind to do for a year or so, and it’s been some time since I did a polyplot post. And now I’ve finally finished it.
That’s right, I made posters. And not just one or two, but twenty!
So I had in mind of making another polyplot video – it spawned into more.
Polyplots animated! This isn’t the first video I’ve done of these things, but this one was clearly more involved.
It’s been some time since I last mentioned these, so here’s another post about them
It’s been about a year from the last polyplot post. Since then, I’ve improved the speed some more, cutting generation times by 30% (60% for certain plots), added some useful features (for me – like more logging details and image/data…
When I last did some poly plots, I said I wouldn’t do anything higher than cubics as they take too long. And I didn’t, because they did. But after the trillion primes, I took what I learned there and revisited…
I spent more time looking at cubic equations and plots of their roots than the quadratic ones as they looked far more interesting. So what does a plot of millions of roots to cubic equations look like? They look like…
This is something relatively unexplored in Mathematics, plotting the roots of polynomials. Not that it hasn’t been done before, I got the idea after seeing this and I’ve seen it about once elsewhere but that’s about it.