Comments on: Casey’s Witness Wednesday on Interpolation

By: Martin Sedlak

Martin Sedlak — Fri, 30 May 2014 16:18:48 +0000

Very nice!
Casey also showed relation to combinatorics (binomial coefficients) while computing cubic Bezier.
Note that (a+b)^3 is a^3 + 3*a^2*b + 3*a*b^2 + b^3, now replace a with (1-t) and b with t, looks familiar?

By: iPadCary

iPadCary — Wed, 28 May 2014 19:47:02 +0000

In reply to INTPnerd. Thank you. Must've missed that in the ABOUT section.

By: INTPnerd

INTPnerd — Wed, 28 May 2014 15:03:39 +0000

According to the about section The Witness will be released mid-2014. Technically, this means it will be released June 1, this coming Sunday ;)

By: iPadCary

iPadCary — Mon, 26 May 2014 23:25:24 +0000

Are we looking at a release date substantially BEFORE Christmas or around Christmas time?
Thank you!

By: Doumecq Diego

Doumecq Diego — Sun, 25 May 2014 18:48:31 +0000

To have all those nice properties I’m assuming that every single W needs to be between 0 and 1 and that something like W0 = 5, W1 = 6 and W2 = -10 doesn’t play as nice.

Having understood all of that I’m at a loss as to how a three point system with 3 Ws would work for interpolation. We are interpolating /what/ exactly? I don’t see how this would work mathematically with 3 points … do we need to redo the tree structure so that instead of starting with 4 points we start with 6? I’m guessing that that’s not the right approach but nothing else comes to mind and I’m probably overcomplicating this stuff :P

By: Casey Muratori

Casey Muratori — Sun, 25 May 2014 01:03:06 +0000

In reply to Josh Sorengaard.

Thanks Josh! Glad to hear you are enjoying the series.

– Casey

By: Josh Sorengaard

Josh Sorengaard — Fri, 23 May 2014 21:14:20 +0000

Since I caught up with his postings, I’ve found myself looking forward each Wednesday to the next instalment of Casey’s Witness adventures. While I have no real programming/mathematics background, it’s a testament to Casey’s writing skills that each one still engages and stimulates — on top of the simpler pleasures of watching a job done meticulously well. So consider this a hearty thank you to Casey for taking the time to produce these, and to the team as a whole’s spirit of sharing these little insights.