monads | Type safe Option , Result , and Either types | Functional Programming library
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Type safe Option, Result, and Either types; inspired by Rust.
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QUESTION
I have been trying to learn about functional programming, but I still struggle with thinking like a functional programmer. One such hangup is how one would implement index-heavy operations which rely strongly on loops/order-of-execution.
For example, consider the following Java code:
...ANSWER
Answered 2022-Mar-07 at 21:17This is not an index-heavy operation, in fact you can do this with a one-liner with scanl1 :: (a -> a -> a) -> [a] -> [a]
:
QUESTION
I am trying to follow along with this blog post to make a simple intuitionistic theorem proving language in Haskell. Mr. van Bakel suggests using indexed monads for proof state manipulation; here are the building pieces to an indexed monad (equivalent to the definitions from Control.Monad.Indexed
):
ANSWER
Answered 2022-Mar-26 at 13:23Hints:
- There's a typo in the type of
g
in the comment (EDIT: now fixed) - What's the type of the hole
???
? (see more details below) - Another way is to implement
iap
usingimap
andibind
, the same way you can implement(<*>)
usingfmap
and(>>=)
Tactic
is a more indexed version of the continuation monadtype Cont r a = (a -> r) -> r
, so if you're familiar with that, the implementation is the same.
You can do type-driven programming by putting a hole _
and by looking at the error message from the compiler.
QUESTION
I'm having trouble understanding how the iterative behavior of the list monad can be derived from its definition.
...ANSWER
Answered 2022-Mar-19 at 16:59There's nothing built-in, everything is a simple consequence of the Monad instance you quoted (and, since this example uses do
notation, how that desugars to uses of the >>=
operator):
QUESTION
data Console a
= PutStrLn String a
| GetLine (String -> a)
deriving (Functor)
type ConsoleM = Free Console
runConsole :: Console (IO a) -> IO a
runConsole cmd =
case cmd of
(PutStrLn s next) -> do
putStrLn s
next
(GetLine nextF) -> do
s <- getLine
nextF s
runConsoleM :: ConsoleM a -> IO a
runConsoleM = iterM runConsole
consolePutStrLn :: String -> ConsoleM ()
consolePutStrLn str = liftF $ PutStrLn str ()
consoleGetLine :: ConsoleM String
consoleGetLine = liftF $ GetLine id
data File a
= ReadFile FilePath (String -> a)
| WriteFile FilePath String a
deriving (Functor)
type FileM = Free File
runFile :: File (MaybeT IO a) -> MaybeT IO a
runFile cmd = case cmd of
ReadFile path next -> do
fileData <- safeReadFile path
next fileData
WriteFile path fileData next -> do
safeWriteFile path fileData
next
runFileM :: FileM a -> MaybeT IO a
runFileM = iterM runFile
rightToMaybe :: Either a b -> Maybe b
rightToMaybe = either (const Nothing) Just
safeReadFile :: FilePath -> MaybeT IO String
safeReadFile path =
MaybeT $ rightToMaybe <$> (try $ readFile path :: IO (Either IOException String))
safeWriteFile :: FilePath -> String -> MaybeT IO ()
safeWriteFile path fileData =
MaybeT $ rightToMaybe <$> (try $ writeFile path fileData :: IO (Either IOException ()))
fileReadFile :: FilePath -> FileM String
fileReadFile path = liftF $ ReadFile path id
fileWriteFile :: FilePath -> String -> FileM ()
fileWriteFile path fileData = liftF $ WriteFile path fileData ()
data Program a = File (File a) | Console (Console a)
deriving (Functor)
type ProgramM = Free Program
runProgram :: Program (MaybeT IO a) -> MaybeT IO a
runProgram cmd = case cmd of
File cmd' ->
runFile cmd'
Console cmd' ->
-- ????
runProgramM :: ProgramM a -> MaybeT IO a
runProgramM = iterM runProgram
...ANSWER
Answered 2022-Feb-20 at 05:20Now you have cmd'
of type Console (MaybeT IO a)
, and want to pass it to a function taking Console (IO a)
. The first thing you can do is to run the MaybeT
monad inside Console
and get Console (IO (Maybe a))
. You can do this by fmap
ping runMaybeT
.
Once you got Console (IO (Maybe a))
, you can pass it to runConsole
and get IO (Maybe a)
. Now, you can lift it to MaybeT IO a
using MaybeT
.
So it'll be something like this.
QUESTION
I am new to Arrow and try to establish my mental model of how its effects system works; in particular, how it leverages Kotlin's suspend
system. My very vague understanding is as follows; if would be great if someone could confirm, clarify, or correct it:
Because Kotlin does not support higher-kinded types, implementing applicatives and monads as type classes is cumbersome. Instead, arrow derives its monad functionality (bind and return) for all of Arrow's monadic types from the continuation primitive offered by Kotlin's suspend mechanism. Ist this correct? In particular, short-circuiting behavior (e.g., for nullable
or either
) is somehow implemented as a delimited continuation. I did not quite get which particular feature of Kotlin's suspend machinery comes into play here.
If the above is broadly correct, I have two follow-up questions: How should I contain the scope of non-IO monadic operations? Take a simple object construction and validation example:
...ANSWER
Answered 2022-Jan-31 at 08:52I don't think I can answer everything you asked, but I'll do my best for the parts that I do know how to answer.
What is the recommended way to implement non-IO monad comprehensions in Arrow without making all functions into suspend functions? Or is this actually the way to go?
you can use nullable.eager
and either.eager
respectively for pure code. Using nullable/either
(without .eager
) allows you to call suspend functions inside. Using eager
means you can only call non-suspend functions. (not all effectual functions in kotlin are marked suspend)
Second: If in addition to non-IO monads (nullable, reader, etc.), I want to have IO - say, reading in a file and parsing it - how would i combine these two effects? Is it correct to say that there would be multiple suspend scopes corresponding to the different monads involved, and I would need to somehow nest these scopes, like I would stack monad transformers in Haskell?
You can use extension functions to emulate Reader. For example:
QUESTION
There is a sense in which Haskell is a purely functional language, and certainly, idiomatic code tries to be as functional as reasonably possible. At the same time, Haskell does provide support for fairly direct translation of some imperative patterns familiar from other languages, e.g. http://learnyouahaskell.com/a-fistful-of-monads#do-notation
(I'm aware that there is a sense in which do-notation is 'really' still functional; the point here is that it allows a fairly direct translation of some imperative design patterns.)
One pattern I'm interested in, is one where a function needs to update an outer variable, i.e. a variable that exists in an outer scope shared with other code. This can be demonstrated simply in Python:
...ANSWER
Answered 2022-Jan-22 at 23:01In Haskell, all you have to do is to create the mutable variable (actually, a reference to that) in the outer scope and use it in the inner scope.
Here I used the ST s
monad to illustrate the principle, but you can do the same with IO
and many other kinds of references.
QUESTION
I was doing one of the homeworks from functional programming course and found some problems understanding monads in Haskell.
So, we were given a type:
...ANSWER
Answered 2021-Nov-21 at 19:19Let's start with the troublesome equation and systematically substitute the definitions, working it inside-out:
QUESTION
There are types with self flattening nature that is called Idempotence:
https://en.wikipedia.org/wiki/Idempotence
Idempotence is the property of certain operations in mathematics and computer science whereby they can be applied multiple times without changing the result beyond the initial application.
In JavaScript/TypeScript, we have Object/Number object for instance of idempotence.
A real world use-case is to write your own Promises with proper type in TypeScript. You can never have Promise>
only ever Promise
since promises auto-flatten. The same can happen with monads, for example.
ANSWER
Answered 2021-Nov-05 at 23:29You could write an idempotent wrapper around some inner type:
QUESTION
I am trying to write a Cats MTL
version of a function that would save an entity to a database. I want this function to read some SaveOperation[F[_]]
from environment, execute it and handle possible failure. So far I came up with 2 version of this function: save
is the more polymorphic MTL
version and save2
uses exact monads in its signature, meaning that I confine myself to use of IO
.
ANSWER
Answered 2021-Oct-13 at 12:02I hope you don't mind if I use this opportunity to do a quick tutorial on how to improve your question. It not only increases the chances of someone answering, but also might help you to find the solution yourself.
There are a couple of problems with the code you submitted, and I mean problems in terms of being a question on SO. Perhaps someone might have a ready answer just by looking at it, but let's say they don't, and they want to try it out in a worksheet. Turns out, your code has a lot of unnecessary stuff and doesn't compile.
Here are some steps you could take to make it better:
- Strip away the unnecessary custom dependencies like
Employee
,DoobieEmployeeRepository
, error types etc. and replace them with vanilla Scala types likeString
orThrowable
. - Strip away any remaining code as long as you can still reproduce the problem. For example, the implementations of
save
andsave2
are not needed, and neither areAsk
andRaise
. - Make sure that the code compiles. This includes adding the necessary imports.
By following these guidelines, we arrive at something like this:
QUESTION
I wanted to write a parser based on John Hughes' paper Generalizing Monads to Arrows. When reading through and trying to reimplement his code I realized there were some things that didn't quite make sense. In one section he lays out a parser implementation based on Swierstra and Duponchel's paper Deterministic, error-correcting combinator parsers using Arrows. The parser type he describes looks like this:
...ANSWER
Answered 2021-Aug-28 at 21:07I think the deterministic parsers described by Swierstra and Duponcheel are a bit different from traditional parsers: they do not handle failure at all, only choice.
See also the invokeDet
function in the S&D paper:
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