No, its 4 lines of code. I just benchmarked for myself. All it is for 2 vectors x and y of average length 50, and 5 parameters, with exponential, addition, and multiplication, and ultimately sum to return to the optimizer. I was also surprised as I expected c to be much faster. And with Rccp, its actually slower than the R, overhead I guess. When I looked into it, apparently R has really fast code for such vector calculations. With julia, admittingly I did not use simd which would likely make it faster.
Now, I generally use Julia for heavy computes, and usually its much faster than R. But not always.
And this little bit of code runs for hours on the largest instance on AWS every day. Why I was looking so speed it up.
If possible I would encourage you to make an MWE and post it on the Julia Discourse - "Julia slower than R for optimization problem" or something like that, there's a good chance that the community will be able to eke out some more performance. Alternatively you might have hit on a case in which Julia itself is currently leaving performance on the table, which would still be helpful for the community to know as being slow is often considered a bug in Julia world.
Great idea, I do lurk there, just might do that next time I look at the code. My hunch is that simd is the low hanging fruit julia brings. But, and I am not an expert, both might end up doing BLAS anyways, which is why they are so similar.
Now, I generally use Julia for heavy computes, and usually its much faster than R. But not always.
And this little bit of code runs for hours on the largest instance on AWS every day. Why I was looking so speed it up.