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Hello; back again... Would you please help me with another exercise from stump's text? My question is here: http://lpaste.net/360556 Thank you. 01/01 00:17
yes. this is how i understand hypothesis are provided as proofs -- required in the functions... 01/01 00:28
I can (basically) see that there is no difference, i only percieved a difference by lack of understanding 01/01 00:34
ok, so in proving an property externally, i was equating some statement with the value refl, whille here, internal to a function i was not doing that so i made no connection. MORE.. 01/01 00:37
however, now i see that i am not eguating as refl is not a value, but rather giving a justification for the proposition being true. 01/01 00:38
your explanation above suggests you have a conceptual difference between “proving a property/proposition” and “writing a program/function” 01/01 00:40
then, (1) a type is equivalent to a proposition; (2) a program with the type A is equivalent to a proof of the proposition equivalent to A 01/01 00:42
`refl` is an inhabitant of `x ≡ x`, where `x` is the inhabitant of `A` that I just mentioned in the line above 01/01 00:45
so, in your invocation of `matrix-elt`, you’re supposed to supply proofs of `rx < r ≡ tt` and `cx < c ≡ tt` 01/01 00:46
and obviously, since `refl` is the only possible proof, that’s what we need to pass there 01/01 00:47
could someone help me to understand why this definition for nat. modulus doesnt work? http://termbin.com/kbg5 due to the weird autocomplete for (x mod zero) im guessing it must be related to the type 01/01 02:03
mietek, that is my attempt at writing a proper modulus function, yes; i did have a peek through some other code from stdlib however 01/01 02:06
implicit was actually due to noticing that in Data.Nat.DivMod (from stdlib), implicit was used there; that, and i thought that it should be inferrable 01/01 02:08
and also, what you call “weird autocomplete” is just telling you that there’s one more implicit argument that you could bind 01/01 02:13
ah true; something like (y ≡ zero) would be inferrable. i still need to understand ¬_ better 01/01 02:13
so, if you had a proof of P, you could construct a proof of ⊥, hence you can't produce a proof of P 01/01 02:14
it should be the case that the only way we could have a proof of ⊥ is if we’ve assumed it 01/01 02:16
mietek, thanks for the help; i think i just need to avoid trying to use more complex constructs before i properly understand them. i dropped back to a more simple approach and it seems to be working alright: http://termbin.com/z02e 01/01 02:25
it is quite difficult to follow through at times. i've been toying around with writing my own analogues to stdlib-provided types/functions to try to understand it better, but its often quite difficult to understand exactly why some choices were made 01/01 02:26
I think it’s a very good idea to write your own analogues, keeping them as simple as possible 01/01 02:28
otherwise i guess you would be stuck with the level computed from A and B’s, and lift it in other ways if you needed to 01/01 02:40
universe polymorphism is cool, but sometimes the coq/idris approach is easier to work with 01/01 02:42
it is possible to set a flag for the channel that requires being registered with NickServ to join 01/01 10:13
mitch_: not sure if that’s what fsestini meant, but REL A B might need to be on a bigger level than A and B 01/01 12:31
mitch_: for instance, if `A` and `B` are on level `l`, and a relation between them quantifies over all `C : Set l`, that relation will be at level `suc l` 01/01 12:32
pgiarrusso, understandable; i think i just need to see an example of a relation in which the result needs to be on a bigger level than any of the two inputs. im sure i'll eventually come across it while reading through the stdlib though 01/01 12:36
that lives in `Set1`, is not an overly natural idea (so maybe it’s not so good), but to me it makes *some* sense 01/01 12:45
Hello. Would you please help me with an exercise from stump's text? My question is here: http://lpaste.net/360556 and has to do with making an identity matrix. Thank you. Please note that I have a sketchy internet connection, but if I get dropped, I will be back. Thanks. 01/01 16:34
Sorry, I got dropped. Reposting: Hello. Would you please help me with an exercise from stump's text? My question is here: http://lpaste.net/360556 and has to do with making an identity matrix. Thank you. Please note that I have a sketchy internet connection, but if I get dropped, I will be back. Thanks. 01/01 16:43
Sorry, I got dropped. Reposting: Hello. Would you please help me with an exercise from stump's text? My question is here: http://lpaste.net/360556 and has to do with making an identity matrix. Thank you. Please note that I have a sketchy internet connection, but if I get dropped, I will be back. Thanks. 01/01 17:15