Changed the QuickCheck tests to test multiplied variables more thoroughly
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@ -549,25 +549,41 @@ frequency' items = do dist <- lift $ choose (0, (sum $ map fst items) - 1)
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-- | The item corresponding to the
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type GenEqItems = (A.Expression, [(CoeffIndex, Integer)])
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-- exprDepth is only really used to stop the possible infinite recursion in the multiplied variable * expression.
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-- All other recursions are barred by never recursing with specialAllowed = True (outside of the above item)
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-- Generates a new variable, or multiplied variable pair
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genNewItem :: Bool -> StateT VarMap Gen (GenEqItems, FlattenedExp)
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genNewItem specialAllowed
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genNewItem :: Int -> Bool -> StateT VarMap Gen (GenEqItems, FlattenedExp)
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genNewItem exprDepth specialAllowed
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= do (exp, fexp, nextId) <- frequency' $
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[(80, do m <- get
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let nextId = 1 + maximum (0 : Map.elems m)
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let exp = exprVariable $ "x" ++ show nextId
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return (exp, Scale 1 (exp,0), nextId))
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,(20, do m <- get
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,(20, if exprDepth <= 1
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then
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do m <- get
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let nextId = 1 + maximum (0 : Map.elems m)
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let exp = A.Dyadic emptyMeta A.Mul (exprVariable $ "y" ++ show nextId) (exprVariable $ "y" ++ show nextId)
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return (exp,Scale 1 (exp, 0), nextId))
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return (exp,Scale 1 (exp, 0), nextId)
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else
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do m <- get
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((expToMult,_),_) <- genNewItem (exprDepth - 1) True
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-- We deliberately overwrite the state here, because we don't need/want the items
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-- produced in expToMult to be in the variable map (the real code won't bother
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-- inserting them, only the multiplied item
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put m
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let nextId = 1 + maximum (0 : Map.elems m)
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let exp = A.Dyadic emptyMeta A.Mul (exprVariable $ "y" ++ show nextId) expToMult
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return (exp, Scale 1 (exp, 0), nextId)
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)
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] ++ if not specialAllowed then []
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else [(10, do ((eT,iT),fT) <- genNewExp False
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((eB,iB),fB) <- genNewExp False
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else [(10, do ((eT,iT),fT) <- genNewExp (exprDepth - 1) False True
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((eB,iB),fB) <- genNewExp (exprDepth - 1) False True
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m <- get
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let nextId = 1 + maximum (0 : Map.elems m)
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return (A.Dyadic emptyMeta A.Rem eT eB, Modulo 1 (errorOrRight $ makeExpSet fT) (errorOrRight $ makeExpSet fB), nextId)
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),(10,do ((eT,iT),fT) <- genNewExp False
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),(10,do ((eT,iT),fT) <- genNewExp (exprDepth - 1) False True
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((eB,iB),fB) <- genConst
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m <- get
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let nextId = 1 + maximum (0 : Map.elems m)
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@ -585,10 +601,11 @@ genConst = do val <- lift $ choose (1, 10)
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let exp = intLiteral val
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return ((exp, [(0,val)]), Const val)
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genNewExp :: Bool -> StateT VarMap Gen (GenEqItems, [FlattenedExp])
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genNewExp specialAllowed
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genNewExp :: Int -> Bool -> Bool -> StateT VarMap Gen (GenEqItems, [FlattenedExp])
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genNewExp exprDepth specialAllowed constAllowed
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= do num <- lift $ oneof $ map return [1,1,1,1,2,2,3] -- bias towards low numbers of items
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items <- replicateM num $ frequency' [(20, maybeMult genConst), (80, maybeMult $ genNewItem specialAllowed)]
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items <- replicateM num $ frequency' [(if constAllowed then 20 else 0, maybeMult genConst),
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(80, maybeMult $ genNewItem (exprDepth - 1) specialAllowed)]
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return $ fromJust $ foldl join Nothing items
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where
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maybeMult :: StateT VarMap Gen (GenEqItems, FlattenedExp) -> StateT VarMap Gen (GenEqItems, FlattenedExp)
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@ -614,9 +631,9 @@ genNewExp specialAllowed
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generateEquationInput :: Gen ([(((A.Expression,[ModuloCase]), (A.Expression,[ModuloCase])),VarMap,[HandyEq],[HandyIneq])],ParItems [A.Expression],A.Expression)
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generateEquationInput
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= do ((items, upper),vm) <- flip runStateT Map.empty
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(do upper <- frequency' [(80, genConst >>* fst), (20, genNewExp False >>* fst)]
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(do upper <- frequency' [(80, genConst >>* fst), (20, genNewExp 4 False True >>* fst)]
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itemCount <- lift $ choose (1,5)
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items <- replicateM itemCount (genNewExp True)
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items <- replicateM itemCount (genNewExp 2 True True)
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return (items, upper)
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)
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return (makeResults vm items upper, ParItems $ map (\((x,_),_) -> SeqItems [[x]]) items, fst upper)
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