szero | main goal is to show unused dependencies | Dependency Injection library
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szero Key Features
szero Examples and Code Snippets
data Num = Zero | Succ Num
data SNum (n :: Num) where
SZero :: SNum 'Zero
SSucc :: SNum n -> SNum ('Succ n)
data Something (len :: Num) where
Some :: SNum len -> Something len
sToNum :: SNum n ->
Community Discussions
Trending Discussions on szero
QUESTION
So I have the following code, As you can see in the HTML I have a div with id=clock and an input element also with id=clock, basically if i remove the div or comment it out, the input element works fine, on the html page the clock in the input element will display the time, I would prefer it to use the div element for styling purposes; however, if i comment out the input element and use the div it does not count up, I think I understand why but I cant seem to fix it. Can someone help explain how I can do this using the following code?
...ANSWER
Answered 2020-Sep-22 at 07:31You are using clock.value
to set the contents of the element. This will not work for
innerHTML
instead:
QUESTION
I have a list of lists called flat_head
.
ANSWER
Answered 2017-Dec-07 at 15:39y<- M_fun(flat_head) # works
final<-lapply(flat_head, M_fun) # does not work
For these two to be equivalent you would have to have y <- M_fun(flat_head[[1]])
or similar since lapply()
applies the function to each element of the list.
At the moment my guess is that y<- M_fun(flat_head)
is giving you the output of M_fun for just the first list of flat_head. This is because you have x2 <- unlist(x[[1]])
in the first line of the function.
If you change this to x2 <- unlist(x)
it should work.
Consider using dput(flat_head)
to create a better reproducible example.
QUESTION
I am experimenting with depedent types in Haskell and came across the following in the paper of the 'singletons' package:
...ANSWER
Answered 2017-Aug-28 at 15:14There are two notions of naturals at play here. One is "literal naturals" (i.e. 0, 1, 2, and so on) and the other is "Peano naturals" (i.e. Z, S Z, S (S Z), and so on). The one the paper is using is clearly Peano naturals but the one singletons uses is literal naturals.
Thankfully there is another package called type-natural which defines Peano naturals as well as conversion to literal naturals and conversion from literal naturals.
QUESTION
I'm trying to grook Haskell singletons.
In the paper Dependently Typed Programming with Singletons and in his blog post singletons v0.9 Released! Richard Eisenberg defines the data type Nat which defines natural numbers with the peano axioms:
...ANSWER
Answered 2017-Jul-21 at 11:41What do we gain? Hmm. The status of singletons is that of awkward but currently necessary workaround, and the sooner we can do away with them, the better.
Let me see if I can clarify the picture. We have a data type Nat
:
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