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I heard about this problem more than a year ago, I couldn’t solve it then and I stopped thinking about it, but I refused to look up a solution because I thought I could do it.

I have started looking into quant interview questions again and I went down a rabbit hole with one I found on quantable.io. It goes like this: Suppose you draw points $p = (x,y)$ uniformly at random from the unit square.

A basic python package featuring one module and some data files. proj/ ├─ package/ │ ├─ data/ │ │ ├─ __init__.py │ │ ├─ data_file.csv │ │ ├─ custom_style.mplstyle │ ├─ __init__.

Useful link: https://kb.rice.edu/page.php?id=108237 Connect to NOTS via SSH. If on campus, or at RGA/RVA, connect to “Rice Owls” network. (You can’t connect to NOTS if you’re on “Rice Visitor”.) If off-campus, follow these instructions to set up the Rice VPN.

Installing WSL2: https://www.omgubuntu.co.uk/how-to-install-wsl2-on-windows-10 This context menu is super useful: https://github.com/lextm/windowsterminal-shell.git

Solutions to select problems in Steven Weinberg’s “The Quantum Theory of Fields: Vol. I”.