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Agost Biro
@agostbiro
So I've been following the Mathematics in Lean book which I mostly like, but the exercises are not well designed. To solve the pictured exercise,[1] it gives you a bunch of theorems to use, plus you're supposed to remember a magic incantation (`linarith`) from the previous chapter to solve it. But `linarith` isn't really well explained there, nor is there an exercise to practice its usage. Removing the hand-wavy magic from math is exactly why I started learning Lean, so instead of taking these as given, I rabbit-holed on how `linarith` and `abs_nonneg` work and added my findings as comments. And this shows the power of Lean. Just by using jump to source and a bit of Googling, I was able to get a good understanding of how these things work. If this exercise was in a text book presented like this, I probably wouldn't have gotten there. [1] https://leanprover-community.github.io/mathematics_in_lean/C02_Basics.html
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cqb
@cqb
Will you make a pr with useful things that you think would make the book more approachable?
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Agost Biro
@agostbiro
Possibly once I've finished it, but I don't feel experienced enough yet to propose changes
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