Reflex Platform
The Reflex Platform is a collection of libraries and tools that are useful for developing and deploying Reflex-based applications.
To get started with Reflex development, follow the instructions below.
Try Reflex lets you set up an environment from which you can use Reflex with GHCJS.
To use Reflex Platform as a build/development system for your own projects, refer to HACKING.md
.
Important Notes
OS Compatibility
If you're using one of these platforms, please take a look at notes before you begin:
If you encounter any problems that may be specific to your platform, please submit an issue or pull request so that we can add a note for future users.
Memory Requirements
GHCJS uses a lot of memory during compilation. 16GB of memory is recommended, with 8GB being pretty close to bare minimum.
Setup
This process will install the Nix package manager. If you prefer to install Nix yourself, you may do so any time prior to step 2.
-
Clone this repository:
git clone https://github.com/reflex-frp/reflex-platform
-
Navigate into the
reflex-platform
folder and run thetry-reflex
command. This will install Nix, if you don't have it already, and use it to wrangle all the dependencies you'll need and drop you in an environment from which you can use Reflex. Be warned, this might take a little while the first time:cd reflex-platform ./try-reflex
-
From this nix-shell, you can compile any haskell source files you like using ghcjs:
ghcjs --make your-source-file.hs
Replace
your-source-file.hs
with the name of the file you'd like to compile. For the most part, ghcjs supports the same options as ghc. -
Compilation will produce a
your-source-file.jsexe
folder containing anindex.html
file. Open that in your browser to run your app.
Don't use cabal install
to install libraries while inside the try-reflex shell - the resulting libraries may not be found properly by ghc or ghcjs. Using Cabal to configure, build, test, and run a particular package, however, should work just fine.
try-reflex
and ghcjs --make
are not recommended for real-world projects — just as a quick and easy way to install Nix and experiment with reflex-dom
. If you need to use additional Haskell libraries (e.g. from Hackage), we recommend using the tools described in project-development.md instead.
Tutorial
In this example, we'll be following Luite Stegemann's lead and building a simple functional reactive calculator to be used in a web browser.
DOM Basics
Reflex's companion library, Reflex-DOM, contains a number of functions used to build and interact with the Document Object Model. Let's start by getting a basic app up and running.
{-# LANGUAGE OverloadedStrings #-}
import Reflex.Dom
main = mainWidget $ el "div" $ text "Welcome to Reflex"
Saving this file as source.hs
and compiling it produces a source.jsexe
folder (the name of the jsexe folder is based on the name of the hs file). Inside the source.jsexe
folder you'll find index.html
. Opening that in your browser will reveal a webpage with a single div containing the text "Welcome to Reflex".
Most Reflex apps will start the same way: a call to mainWidget
with a starting Widget
. A Widget
is some DOM wrapped up for easy use with Reflex. In our example, we are building the argument to mainWidget
, (in other words, our starting Widget
) on the same line.
el
has the type signature:
el :: MonadWidget t m => Text -> m a -> m a
The first argument to el
is a Text
, which will become the tag of the html element produced. The second argument is a Widget
, which will become the child of the element being produced.
Sidebar: Interpreting the MonadWidget type
FRP-enabled datatypes in Reflex take an argument
t
, which identifies the FRP subsystem being used. This ensures that wires don't get crossed if a single program uses Reflex in multiple different contexts. You can think oft
as identifying a particular "timeline" of the FRP system. Because most simple programs will only deal with a single timeline, we won't revisit thet
parameters in this tutorial. As long as you make sure yourEvent
,Behavior
, andDynamic
values all get theirt
argument, it'll work itself out.
In our example, el "div" $ text "Welcome to Reflex"
, the first argument to el
was "div"
, indicating that we are going to produce a div element.
The second argument to el
was text "Welcome to Reflex"
. The type signature of text
is:
text :: MonadWidget t m => Text -> m ()
text
takes a Text
and produces a Widget
. The Text
becomes a text DOM node in the parent element of the text
. Of course, instead of a Text
, we could have used el
here as well to continue building arbitrarily complex DOM. For instance, if we wanted to make a unordered list:
{-# LANGUAGE OverloadedStrings #-}
import Reflex.Dom
main = mainWidget $ el "div" $ do
el "p" $ text "Reflex is:"
el "ul" $ do
el "li" $ text "Efficient"
el "li" $ text "Higher-order"
el "li" $ text "Glitch-free"
Dynamics and Events
Of course, we want to do more than just view a static webpage. Let's start by getting some user input and printing it.
{-# LANGUAGE OverloadedStrings #-}
import Reflex.Dom
main = mainWidget $ el "div" $ do
t <- textInput def
dynText $ _textInput_value t
Running this in your browser, you'll see that it produces a div
containing an input
element. When you type into the input
element, the text you enter appears inside the div as well.
textInput
is a function with the following type:
textInput :: MonadWidget t m => TextInputConfig t -> m (TextInput t)
It takes a TextInputConfig
(given a default value in our example), and produces a Widget
whose result is a TextInput
. In Reflex.Dom.Widget.Input
we can see that a TextInput
exposes the following functionality:
data TextInput t
= TextInput { _textInput_value :: Dynamic t Text
, _textInput_input :: Event t Text
, _textInput_keypress :: Event t Int
, _textInput_keydown :: Event t Int
, _textInput_keyup :: Event t Int
, _textInput_hasFocus :: Dynamic t Bool
, _textInput_builderElement :: InputElement EventResult GhcjsDomSpace t
}
Here we are using _textInput_value
to access the Dynamic Text
value of the TextInput
. Conveniently, dynText
takes a Dynamic Text
and displays it. It is the dynamic version of text
.
We can also access Event
s related to the TextInput
. For example, consider the following code:
{-# LANGUAGE OverloadedStrings #-}
import Data.Text (pack)
import Reflex
import Reflex.Dom
main = mainWidget $ el "div" $ do
t <- textInput def
text "Last key pressed: "
let keypressEvent = fmap (pack . show) $ _textInput_keypress t
keypressDyn <- holdDyn "None" keypressEvent
dynText keypressDyn
Here, we are creating a TextInput
as we were before. The function _textInput_keypress
gives us an Event Int
representing the key code of the pressed key. We are using fmap
here to apply pack . show
to the Int
, so the type of keypressEvent
is Event Text
. Whenever a key is pressed inside the TextInput
, the keypressEvent
will fire.
holdDyn
allows us to take create a Dynamic
out of an Event
. We must provide an initial value for the Dynamic
. This will be the value of the Dynamic
until the associated Event
fires. The type of holdDyn
is:
holdDyn :: MonadHold t m => a -> Event t a -> m (Dynamic t a)
We won't go into the details of MonadHold
here, but the rest of the type signature should be fairly clear: holdDyn
takes an initial value, an Event
containing a value of the same type as the initial, and returns a Dynamic
containing a value of the same type.
When you run this application, you'll see a textbox and the string "Last key pressed: None" on the screen. Recall that "None" is the initial value we gave holdDyn
.
A Number Input
A calculator was promised, I know. We'll start building the calculator by creating an input for numbers.
{-# LANGUAGE OverloadedStrings #-}
import Reflex
import Reflex.Dom
import Data.Map (Map)
import qualified Data.Map as Map
main = mainWidget $ el "div" $ do
t <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
dynText $ _textInput_value t
The code above overrides some of the default values of the TextInputConfig
. We provide a Text
value for the textInputConfig_inputType
, specifying the html input element's type
attribute. We're using "number"
here.
Next, we override the default initial value of the TextInput
. We gave it "0"
. Even though we're making an html input
element with the attribute type=number
, the result is still a Text
. We'll convert this later.
Let's do more than just take the input value and print it out. First, let's make sure the input is actually a number:
{-# LANGUAGE OverloadedStrings #-}
import Reflex.Dom
import Data.Map (Map)
import qualified Data.Map as Map
import Data.Text (pack, unpack)
import Text.Read (readMaybe)
main = mainWidget $ el "div" $ do
x <- numberInput
let numberString = fmap (pack . show) x
dynText numberString
numberInput :: MonadWidget t m => m (Dynamic t (Maybe Double))
numberInput = do
n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
return . fmap (readMaybe . unpack) $ _textInput_value n
We've defined a function numberInput
that both handles the creation of the TextInput
and reads its value. Recall that _textInput_value
gives us a Dynamic Text
. The final line of code in numberInput
uses fmap
to apply the function readMaybe . unpack
to the Dynamic
value of the TextInput
. This produces a Dynamic (Maybe Double)
. Our main
function uses fmap
to map over the Dynamic (Maybe Double)
produced by numberInput
and pack . show
the value it contains. We store the new Dynamic Text
in numberString
and feed that into dynText
to actually display the Text
Running the app at this point should produce an input and some text showing the Maybe Double
. Typing in a number should produce output like Just 12.0
and typing in other text should produce the output Nothing
.
Adding
Now that we have numberInput
we can put together a couple inputs to make a basic calculator.
{-# LANGUAGE OverloadedStrings #-}
import Reflex
import Reflex.Dom
import Data.Map (Map)
import qualified Data.Map as Map
import Data.Text (pack, unpack)
import Text.Read (readMaybe)
import Control.Applicative ((<*>), (<$>))
main = mainWidget $ el "div" $ do
nx <- numberInput
text " + "
ny <- numberInput
text " = "
let result = zipDynWith (\x y -> (+) <$> x <*> y) nx ny
resultString = fmap (pack . show) result
dynText resultString
numberInput :: MonadWidget t m => m (Dynamic t (Maybe Double))
numberInput = do
n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
return . fmap (readMaybe . unpack) $ _textInput_value n
numberInput
hasn't changed here. Our main
function now creates two inputs. zipDynWith
is used to produce the actual sum of the values of the inputs. The type signature of zipDynWith
is:
Reflex t => (a -> b -> c) -> Dynamic t a -> Dynamic t b -> Dynamic t c
You can see that it takes a function that combines two pure values and produces some other pure value, and two Dynamic
s, and produces a Dynamic
.
In our case, zipDynWith
is combining the results of our two numberInput
s (with a little help from Control.Applicative
) into a sum.
We use fmap
again to apply pack . show
to result
(a Dynamic (Maybe Double)
) resulting in a Dynamic Text
. This resultText
is then displayed using dynText
.
Supporting Multiple Operations
Next, we'll add support for other operations. We're going to add a dropdown so that the user can select the operation to apply. The function dropdown
has the type:
dropdown :: (MonadWidget t m, Ord k) => k -> Dynamic t (Map k Text) -> DropdownConfig t k -> m (Dropdown t k)
The first argument is the initial value of the Dropdown
. The second argument is a Dynamic (Map k Text)
that represents the options in the dropdown. The Text
values of the Map
are the strings that will be displayed to the user. If the initial key is not in the Map
, it is added and given a Text
value of ""
. The final argument is a DropdownConfig
.
Our supported operations will be:
data Op = Plus | Minus | Times | Divide deriving (Eq, Ord)
ops = Map.fromList [(Plus, "+"), (Minus, "-"), (Times, "*"), (Divide, "/")]
We'll use this as an argument to dropdown
:
d <- dropdown Times (constDyn ops) def
We are using constDyn
again here to turn our Map
of operations into a Dynamic
. Using def
, we provide the default DropdownConfig
. The result, d
, will be a Dropdown
. We can retrieve the Dynamic
selection of a Dropdown
by using _dropdown_value
.
{-# LANGUAGE OverloadedStrings #-}
import Reflex
import Reflex.Dom
import Data.Map (Map)
import qualified Data.Map as Map
import Data.Text (pack, unpack, Text)
import Text.Read (readMaybe)
import Control.Applicative ((<*>), (<$>))
main = mainWidget $ el "div" $ do
nx <- numberInput
d <- dropdown Times (constDyn ops) def
ny <- numberInput
let values = zipDynWith (,) nx ny
result = zipDynWith (\o (x,y) -> runOp o <$> x <*> y) (_dropdown_value d) values
resultText = fmap (pack . show) result
text " = "
dynText resultText
numberInput :: MonadWidget t m => m (Dynamic t (Maybe Double))
numberInput = do
n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
return . fmap (readMaybe . unpack) $ _textInput_value n
data Op = Plus | Minus | Times | Divide deriving (Eq, Ord)
ops :: Map Op Text
ops = Map.fromList [(Plus, "+"), (Minus, "-"), (Times, "*"), (Divide, "/")]
runOp :: Fractional a => Op -> a -> a -> a
runOp s = case s of
Plus -> (+)
Minus -> (-)
Times -> (*)
Divide -> (/)
This is our complete program. We've added an uninteresting function runOp
that takes an Op
and returns an operation. The keys of the Map
we used
to create the Dropdown
had the type Op
. When we retrieve the value of
Dropdown
, we'll use runOp
to turn the Dropdown
selection into the
function we need to apply to our numbers.
After creating the two numberInput
s, we combine them using zipDynWith
applying (,)
, making a tuple of type Dynamic (Maybe Double, Maybe Double)
and binding it to values
.
Next, we call zipDynWith
again, combining the _dropdown_value
and values
. Now, instead of applying (+)
to our Double
values, we use runOp
to select an operation based on the Dynamic
value of our Dropdown
.
Running the app at this point will give us our two number inputs with a dropdown of operations sandwiched between them. Multiplication should be pre-selected when the page loads.
Dynamic Element Attributes
Let's spare a thought for the user of our calculator and add a little UI styling. Our number input currently looks like this:
numberInput :: MonadWidget t m => m (Dynamic t (Maybe Double))
numberInput = do
n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
return . fmap (readMaybe . unpack) $ _textInput_value n
Let's give it some html attributes to work with:
numberInput :: MonadWidget t m => m (Dynamic t (Maybe Double))
numberInput = do
let attrs = constDyn ("style" =: "border-color: blue")
n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
& textInputConfig_attributes .~ attrs
return . fmap (readMaybe . unpack) $ _textInput_value n
Here, we've created a Dynamic (Map Text Text)
. This Map
represents the html attributes of our inputs. Because we're using constDyn
again, this Dynamic
will never change. If you load this in the browser, you'll see that the inputs now have a blue border.
Unchanging attributes are useful and quite common, but attributes will often need to change. Instead of just making the TextInput
blue, let's change it's color based on whether the input successfully parses to a Double
:
{-# LANGUAGE RecursiveDo #-}
...
numberInput :: (MonadWidget t m) => m (Dynamic t (Maybe Double))
numberInput = do
let errorState = "style" =: "border-color: red"
validState = "style" =: "border-color: green"
rec n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
& textInputConfig_attributes .~ attrs
let result = fmap (readMaybe . unpack) $ _textInput_value n
attrs = fmap (maybe errorState (const validState)) result
return result
Note that we need to add a language pragma here to enable the RecursiveDo
language extension. We've defined two Map
s of attributes for our inputs: one to represent bad input and one to represent valid input. Next, you'll see that the code for actually making the number input is now inside of a rec
block. This is because the attributes we apply depend on the value of the input.
In the first line of the rec
, we have supplied the argument attrs
, of type Dynamic (Map Text Text)
. The Dynamic
value of the input is bound to result
. The code for parsing this value has not changed.
After we bind result
, we use fmap
again to apply a switching function to result
. The switching function checks whether the value was successfully parsed. If it was, we get the Map
of attributes representing the valid state, otherwise we get the Map
representing the error state. The result is a Dynamic (Map Text Text)
, which is the type textInputConfig_attributes
expects to receive.
The complete program now looks like this:
{-# LANGUAGE OverloadedStrings #-}
{-# LANGUAGE RecursiveDo #-}
import Reflex
import Reflex.Dom
import Data.Map (Map)
import qualified Data.Map as Map
import Data.Text (pack, unpack, Text)
import Text.Read (readMaybe)
import Control.Applicative ((<*>), (<$>))
main = mainWidget $ el "div" $ do
nx <- numberInput
d <- dropdown Times (constDyn ops) def
ny <- numberInput
let values = zipDynWith (,) nx ny
result = zipDynWith (\o (x,y) -> runOp o <$> x <*> y) (_dropdown_value d) values
resultText = fmap (pack . show) result
text " = "
dynText resultText
numberInput :: (MonadWidget t m) => m (Dynamic t (Maybe Double))
numberInput = do
let errorState = "style" =: "border-color: red"
validState = "style" =: "border-color: green"
rec n <- textInput $ def & textInputConfig_inputType .~ "number"
& textInputConfig_initialValue .~ "0"
& textInputConfig_attributes .~ attrs
let result = fmap (readMaybe . unpack) $ _textInput_value n
attrs = fmap (maybe errorState (const validState)) result
return result
data Op = Plus | Minus | Times | Divide deriving (Eq, Ord)
ops :: Map Op Text
ops = Map.fromList [(Plus, "+"), (Minus, "-"), (Times, "*"), (Divide, "/")]
runOp :: Fractional a => Op -> a -> a -> a
runOp s = case s of
Plus -> (+)
Minus -> (-)
Times -> (*)
Divide -> (/)
The input border colors will now change depending on their value.