Tomas Aschan

Is there any way to do this into a pre-allocated array? (Do we want to?) If so, what should the method signature look like?

Nice! I ended up using a promotion rule like this to define the array: ``` julia eval(ngenerate(:N, :(Array{T, N}), :(getindex{T,N,TCoefs}(itp::Interpolation{T,N,TCoefs,$IT,$EB}, x::NTuple{N,Any}...)), N->quote Tout = promote_type(T, map(eltype, @ntuple $N x)...) dest...

Leaving that here (as a mental note to myself, mostly, so I can see if I can take a stab at this if I get some quality Julia time this...

You're probably misunderstanding what those parameters do; don't worry - you're not the first one to be confused. There's some clarification in the discussion in #228, but that discussion also...

I suppose we could, but it feels like a function that we maybe should have imported from base, had it existed there. It doesn't (yet), though... @timholy, what do you...

Hi @mykelk! I'm sorry I haven't replied to this. I'm sure I at least started writing a reply to this somewhere, but now I can't find it and it obviously...

1. After the fact, I didn't have time to do more reading on this. We'll see when I get to it :) 2. As I said, I don't think it...

Actually, now that I think about it, I think that your updating of the grid and a possible `interpolate!` function that works directly on the data will do different things...

@mykelk Check - that makes it quite intuitive to make it work as `interpolate!` currently does for constant and linear b-splines. (It won't work for b-splines of cubic or higher...

> This figure from the README suggests an advantage for Interpolations (I believe GI=GridInterpolations). Ah, great! I wasn't aware that we already had these included in our benchmarks. @timholy is...