hslua-0.6.0: test/Foreign/Lua/TypesTest.hs
{-
Copyright © 2017 Albert Krewinkel
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{-| Test that conversions from and to the lua stack are isomorphisms.
-}
module Foreign.Lua.TypesTest (tests) where
import Control.Monad (forM, forM_)
import Data.ByteString (ByteString)
import Data.Map (Map)
import Foreign.Lua
import Test.QuickCheck
import Test.QuickCheck.Instances ()
import Test.QuickCheck.Monadic
import Test.Tasty (TestTree, testGroup)
import Test.Tasty.ExpectedFailure (ignoreTest)
import Test.Tasty.QuickCheck (testProperty)
import qualified Data.Text as T
-- | Specifications for Attributes parsing functions.
tests :: TestTree
tests = testGroup "peek and push are well behaved"
[ testGroup "Peek can act as left inverse of push"
[ testProperty "round-tripping unit"
(prop_roundtripEqual :: () -> Property)
, testProperty "booleans remain equal under push/peek"
(prop_roundtripEqual :: Bool -> Property)
, testProperty "lua numbers (i.e., doubles) remain equal under push/peek"
(prop_roundtripEqual :: LuaNumber -> Property)
, ignoreTest $
testProperty "lua integers remain equal under push/peek"
(prop_roundtripEqual :: LuaInteger -> Property)
, testProperty "bytestring remain equal under push/peek"
(prop_roundtripEqual :: ByteString -> Property)
, testProperty "round-tripping strings"
(prop_roundtripEqual :: String -> Property)
, testProperty "lists of boolean remain equal under push/peeks"
(prop_roundtripEqual :: [Bool] -> Property)
, ignoreTest $
testProperty "lists of lua integers remain equal under push/peek"
(prop_roundtripEqual :: [LuaInteger] -> Property)
, testProperty "lists of bytestrings remain equal under push/peek"
(prop_roundtripEqual :: [ByteString] -> Property)
, testProperty "text"
(prop_roundtripEqual :: T.Text -> Property)
, testProperty "map of strings to LuaNumber"
(prop_roundtripEqual :: Map String LuaNumber -> Property)
]
, testGroup "Random stack values"
[ testProperty "can push/pop booleans"
(prop_stackPushingPulling :: Bool -> Property)
, testProperty "can push/pop ints"
(prop_stackPushingPulling :: Int -> Property)
, testProperty "can push/pop lua numbers"
(prop_stackPushingPulling :: LuaNumber -> Property)
, testProperty "can push/pop bytestrings"
(prop_stackPushingPulling :: ByteString -> Property)
, testProperty "can push/pop lists of booleans"
(prop_stackPushingPulling :: [Bool] -> Property)
, testProperty "can push/pop lists of ints"
(prop_stackPushingPulling :: [Int] -> Property)
, testProperty "can push/pop lists of bytestrings"
(prop_stackPushingPulling :: [ByteString] -> Property)
]
]
prop_roundtripEqual :: (Eq a, FromLuaStack a, ToLuaStack a) => a -> Property
prop_roundtripEqual x = monadicIO $ do
y <- run $ roundtrip x
assert (x == y)
roundtrip :: (FromLuaStack a, ToLuaStack a) => a -> IO a
roundtrip x = runLua $ do
push x
peek (-1)
-- | More involved check that the FromLuaStack and ToLuaStack instances of a
-- datatype work
prop_stackPushingPulling :: (Show t, Eq t, ToLuaStack t, FromLuaStack t) => t -> Property
prop_stackPushingPulling t = monadicIO $ do
-- Init Lua state
l <- run newstate
-- Get an ascending list of small (1-100) positive integers
-- These are the indices at which we will push the value to be tested
-- Note that duplicate values don't matter so we don't need to guard against that
Ordered indices' <- pick arbitrary
let indices = map getPositive indices'
let nItems = if null indices then 0 else last indices
-- Make sure there's enough room in the stack
assert =<< run (runLuaWith l $ checkstack nItems)
-- Push elements
run $ forM_ [1..nItems] $ \n ->
runLuaWith l $
if n `elem` indices
then push t
else push n
-- Check that the stack size is the same as the total number of pushed items
stackSize <- run $ runLuaWith l gettop
assert $ fromStackIndex stackSize == fromIntegral nItems
-- Peek all items
vals <- run $ forM indices $ runLuaWith l . peek . StackIndex . fromIntegral
-- Check that the stack size did not change after peeking
newStackSize <- run $ runLuaWith l gettop
assert $ stackSize == newStackSize
-- Check that we were able to peek at all pushed elements
forM_ vals $ assert . (== t)