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I think the introduction of inductive data types would be great, but it may bring in more problems due to recursion/induction:
* How to do (dependent) pattern matching (this is so big)? Or just us…
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The context:
```
module D;
import Other;
import U;
u : Other.Unit;
u ≔ U.t;
end;
module Other;
inductive Unit {
t : Unit;
};
end;
module U;
inductive Unit {
t : Un…
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Seems that there is some bad interaction between these features. Consider this (quite minimal) program:
```fstar
module Bug
type path = | L of path | O
private noeq type heap = {
pos : path…
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- [x] triage issue
- [x] resolve issue
- [ ] add test case for escaped brackets in latex
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Hi,
Thanks for sharing your codes in Pytorch for us.
I note that in your paper, you also conduct the inductive learning setting.
While the released codes do not support the inductive setting.
…
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The following code fails with "Universe Var(0) undefined":
```
Definition f@{i j k} := fun (E:Type@{i}) => TypeVal@{i k} E (type@{i j} E) (TypeErr@{i j} E).
Quote Definition qf := Eval cbv in f. (*…
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A use case: a PL semantics encoded as an inductive predicate. If that's not hard to add I'd appreciate some pointers :)
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I'm trying to derive a `DecEq` instance on an inductive datatype, but it seems to fail (it causes the Idris2 process to eat all of my ram and get killed by the OS). Here is the code I used:
```idri…
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Please check the log file for more details: http://lamppc37.epfl.ch:8000/pr-9630-9940402.out
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That is, it would be nice to be able to tell the difference between these three types:
``` coq
Inductive False1 : Type := .
Inductive False2 (x : Type) : Type := .
Inductive False3 : Type -> Type := …