jessebett
Joined 8 years ago
Joined 8 years ago
TaylorSeries.jl is a great example of this. x = x_0 + x_1 t + ... Then indexing into it with x[0] would give the zero-th order Taylor coefficient.
Have you taken a look at the other HN thread I linked to above? In which David answers a similar question here: https://news.ycombinator.com/item?id=18677947
If you have any follow up questions there I will try to get to them!
I would say if you are completely unfamiliar with machine learning then this article accomplishes the job of informing you that we've proposed something exciting and a bit different, and gives some flavour for what kind of problems we're interested in (like continuous time medical data).
However, this article assumes essentially zero technical background. So if you're comfortable with concepts either from machine learning (at the level of vaguely knowing some details about a neural network) or mathematics (taken some calculus or know about differential equations) then you will probably find this article lacking in details. Again, this is just that you're not in the target audience.
If you don't know where you fall on that spectrum of prerequisite background I highly recommend taking a look at some of David's responses in the thread I linked where he gives a pretty good quick primer with a bit more technical detail.
It gives a syntax error if the pipes are on the newline. Is that your gripe?
Or is it that it doesn't automatically partially apply the function, requiring you to use an anonymous function, like `x->reshape(x,(2,2))` instead of as you have it `resize(100,100)` implicitly. I prefer the explicitness.