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ℚ is a Field #826
ℚ is a Field #826
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Thanks for the contribution! It is great to finally have the field of rationals... |
If I am trying to apply solver to an explicit f : ...
f = ...
where
helper : (x y : ℚCommRing .fst) → (x · y) · 1r ≡ 1r · (y · x)
helper = solve ℚCommRing It will cause errors. You can try it. So I have to pack up them in a module with abstract |
Ah, yes - I know why, but that takes time to fix. |
Thanks! Please remember to @ me if you make it work. |
I'll do my best... |
This PR shows
ℚ
is a field, using theQuoQ
in library. The codes are basically copied from my own repo. I've always thought to move these codes to cubical library and it's time forℚ
.