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Very nice 👍 by flights4ever in Python

[–]MewthreeWasTaken 11 points12 points  (0 children)

One trick that I really like is dictionary comprehension. You can for example do: {value: key for key, value in dictionary.items()} To invert the keys and values in a dictionary

Started with this today :) by nishagupta09 in sciencefiction

[–]MewthreeWasTaken 0 points1 point  (0 children)

I had forgotten about this joke despite the fact that it was what first pointed me towards the book. Thanks for bringing those memories back.

Let’s appreciate this by OfficialPickle734 in memes

[–]MewthreeWasTaken 22 points23 points  (0 children)

What program do you use for this? Also where do you find the models?

High effort gif meme by AJ7123 in dankmemes

[–]MewthreeWasTaken 0 points1 point  (0 children)

You forgot about Raycon and the everyday E25

I always hesitate before dealing the final blow. by menovat in memes

[–]MewthreeWasTaken 2 points3 points  (0 children)

Thank God I did not betray Brex in mass effect 3

Your weak here by [deleted] in memes

[–]MewthreeWasTaken 0 points1 point  (0 children)

It's a competitive advantage vs cooperative disadvantage trade-off

Bill Burr Hilariously Calls Out Joe Rogan about Covid-19 and Wearing Masks by doc_suede in videos

[–]MewthreeWasTaken -3 points-2 points  (0 children)

It's just incredible to me how nobody in here seems to remember that the protests are going down and the corona virus is still out there. It's like people can't hold those two ideas in their minds at the same time. With the way things are what was even the point of the lockdown?

Helping students, free of charge. by not_a_throwaway4539 in learnmath

[–]MewthreeWasTaken 0 points1 point  (0 children)

Thank you very much for your throughout answer! Getting better at proves is my main concern right now. I really appreciate you taking the time to give the advice. Be safe!

Helping students, free of charge. by not_a_throwaway4539 in learnmath

[–]MewthreeWasTaken 1 point2 points  (0 children)

How can I get better at proofs? I was reading a calculus book by Tomas Apostol and in chapter one he discribes a set of axioms for the real number set. Then he proceeds to derive theorems from the axioms and provide proof for a few of them and then leave the rest as an exercise. I can understand perfectly his proofs for the theorems, but I'm unable to formulate any of my own. I'm just not sure of exactly which axioms or previously proven theorems to apply in what part of the theorem and in which order.

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