2,052 karma · joined November 6, 2015
just adding to this, this is because relativity wasn't experimentally verified (i.e. not sure if it's reality) at the time.
but we haven't found new physics with or without ML, making this prize a little weird.
TTree is succeeded by RNTuple, which is basically CERN's take on Apache Arrow, they're incredibly similar
For the record, vector-style programming is great when it works, I mean Julia even has a dedicated syntax for broadcasting. I'm saying when the irreducible complexity arrives, you don't want to NOT be able to just write a for-loop
Just a recent example, a double-for loop looks like this in Awkward array: https://github.com/Moelf/UnROOT_RDataFrame_MiniBenchmark/blo... -- the result looks "neat" as in a piece of art.
Past HN discussion on Julia for particle physics: https://news.ycombinator.com/item?id=38512793
But for (entry-level) learning and possibly pivoting to application, Julia is delightful to use and can transit into some symbolics and numerical. Besides, it's free and open source.
bye
You can establish two infinite sets are as large as one another by finding a bijection between them. These two sets would have the same "cardinality"
We know the real numbers has larger cardinality than natural numbers, but we don't know if there's anything in between -- can you construct an infinite set that has natural numbers < X < real numbers in terms of cardinality?
This is literally why Vim binding for Jupyter doesn't work for me and also why the "terminal" in Jupyter Lab is worse than not existing -- I can't help but press C-w
or Penrose's https://en.wikipedia.org/wiki/Orchestrated_objective_reducti...