I've read books on APL, J, and K and have played around a bit with all of them for some toy problems. I've also used Python's Numpy & Pandas at work. The APL/J

I've read books on APL, J, and K and have played around a bit with all of them for some toy problems. I've also used Python's Numpy & Pandas at work. The APL/J/K and Python + Library philosophies for programming are super different and if this doesn't make sense to you, I'd recommend downloading Dyalog (it's free to play around with) and go through some tutorials and see if you still feel the same way. Yes it's all programming like how rice and french fries are both food. They're both awesome too. With Python you have a general purpose language that lets you build up a matrix in a manner you're used to. You've then got an object you call methods on to delete columns or update an entry or whatever. With APL, you've got what is like a hyper optimized DSL for doing that. I'm a lot more proficient with the Python option and it's both popular and free, so it's probably the only option I'll ever have to use at work. Using the APL/J/K options are a ton of fun and I think I could get hyper efficient with them as well given the time. Using the APL is so alien compared to what I'm used to though. The idioms (e.g. ohh you want to do that...just use an outer product which is these two characters combined) are just so different than how I'd typically think about solving the problem (e.g. I'd use a nested couple of for loops or whatever). It really does change the way you think. Off topic: I work with a lot of extremely large sparse matrices though (like 40,000 x 40,000 with most being 0s), so I'm not sure if APL is as optimized here and as a result it's also easier to stick to Python.