Zulip Chat Archive
Stream: general
Topic: lol I'd love to contribute to mathlib
Huỳnh Trần Khanh (Nov 28 2021 at 07:11):
hmm so let's say I want to contribute to mathlib... I'm not quite sure what I should work on though... is there a list of tasks or something...
Huỳnh Trần Khanh (Nov 28 2021 at 07:12):
my project is in an orange bar hell and that's most likely because I don't follow best practices... so I want to contribute to mathlib to learn best practices and get corrected when I screw something up
Yaël Dillies (Nov 28 2021 at 07:24):
There is the undergraduate todo list and the good first projects but currently only one is listed.
Stuart Presnell (Nov 28 2021 at 08:35):
What areas of mathematics are you most interested in?
Huỳnh Trần Khanh (Nov 28 2021 at 09:00):
argh I know no math :sob: but I think I'm pretty good at learning new things... any suggestions?
Huỳnh Trần Khanh (Nov 28 2021 at 09:01):
well as an average person I do have some familiarity with high school math... so there you have it
Huỳnh Trần Khanh (Nov 28 2021 at 09:01):
I think game theory is somewhat interesting though
Huỳnh Trần Khanh (Nov 28 2021 at 09:02):
as well as anything... combinatorial perhaps
Huỳnh Trần Khanh (Nov 28 2021 at 09:02):
yeah
Huỳnh Trần Khanh (Nov 28 2021 at 09:03):
I find combinatorics pretty interesting lol
Stuart Presnell (Nov 28 2021 at 09:03):
So are you coming to this more from a computer science background?
Huỳnh Trần Khanh (Nov 28 2021 at 09:04):
kind of... but I don't have a formal education though. I'm just a garden variety programmer lol
Huỳnh Trần Khanh (Nov 28 2021 at 09:05):
I don't mind if I have to learn a lot of stuff
Stuart Presnell (Nov 28 2021 at 09:28):
How about graph theory? I think there's a reasonable amount of stuff already established but still lots to do.
Stuart Presnell (Nov 28 2021 at 09:30):
(Caveat: I'm pretty new to mathlib myself and haven't worked with the graph theory files!)
Stuart Presnell (Nov 28 2021 at 10:40):
Looks like there's plenty more to be proved about the Fibonacci sequence in data/nat/fib.lean
. (The first 65 lines are technical implementation details, but the lemmas proved after that are quite straightforward.)
Stuart Presnell (Nov 28 2021 at 10:50):
If you have access to a book like Graham, Knuth & Patashnik's "Concrete Mathematics" you should be able to find plenty of theorems that you could try to formalize. Some of them will already be in mathlib but there's still lots of stuff to be done.
Arthur Paulino (Nov 28 2021 at 11:34):
There are also some approaches to generalize the Fibonacci sequence. For instance: https://www.researchgate.net/publication/282692966_Generalized_Fibonacci_Sequences_and_Its_Properties
Arthur Paulino (Nov 28 2021 at 11:36):
And I don't think we have anything about cryptography yet :thinking:
Just some areas I find interesting myself
Last updated: Dec 20 2023 at 11:08 UTC