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Zulip Chat Archive

Stream: IMO-grand-challenge

Topic: Problem 6 from IMO 1988


Michail Karatarakis (Oct 14 2022 at 17:52):

Hi, has Problem 6 from the IMO 1988 been formalised in Lean ?

Let (q,a,b)(q,a,b)(q,a,b) be a positive integer solution to

q(ab+1)=a2+b2.q(ab+1) = a^2 + b^2.q(ab+1)=a2+b2.

Show that qqq is a square.

Johan Commelin (Oct 14 2022 at 17:54):

ls archive/imo/imo1988_q6.lean

Michail Karatarakis (Oct 14 2022 at 17:59):

Great, thank you :)


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