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sbv-13.2: SBVTestSuite/TestSuite/Uninterpreted/Uninterpreted.hs

-----------------------------------------------------------------------------
-- |
-- Module    : TestSuite.Uninterpreted.Uninterpreted
-- Copyright : (c) Levent Erkok
-- License   : BSD3
-- Maintainer: erkokl@gmail.com
-- Stability : experimental
--
-----------------------------------------------------------------------------

{-# LANGUAGE TemplateHaskell #-}

{-# OPTIONS_GHC -Wall -Werror #-}

module TestSuite.Uninterpreted.Uninterpreted(tests) where

import Utils.SBVTestFramework

data Q
mkSymbolic [''Q]

-- Test suite
tests :: TestTree
tests =
  testGroup "Uninterpreted.Uninterpreted"
    [ testCase         "uninterpreted-0"  $ assertIsThm   p0
    , testCase         "uninterpreted-1"  $ assertIsThm   p1
    , goldenCapturedIO "uninterpreted-1a" $ t p1_unc satWith
    , testCase         "uninterpreted-2"  $ assertIsntThm p2
    , goldenCapturedIO "uninterpreted-3"  $ t p3 satWith
    , goldenCapturedIO "uninterpreted-3a" $ t p3 allSatWith
    , goldenCapturedIO "uninterpreted-4"  $ t p4 satWith
    , goldenCapturedIO "uninterpreted-4a" $ t p4 allSatWith
    ]
  where t tc chk goldFile = do r <- chk defaultSMTCfg{verbose = True, redirectVerbose = Just goldFile} tc
                               appendFile goldFile ("\n FINAL:" ++ show r ++ "\nDONE!\n")

f :: SInt8 -> SWord32
f = uninterpret "f"

g :: SInt8 -> SWord16 -> SWord32
g = uninterpret "g"

p0 :: SInt8 -> SInt8 -> SBool
p0 x y   = x .== y .=> f x .== f y      -- OK

p1 :: SInt8 -> SWord16 -> SWord16 -> SBool
p1 x y z = y .== z .=> g x y .== g x z  -- OK

p2 :: SInt8 -> SWord16 -> SWord16 -> SBool
p2 x y z = y .== z .=> g x y .== f x    -- Not true

-- | Uncurried version of 'g'
g_unc :: (SInt8, SWord16) -> SWord32
g_unc = uninterpret "g"

-- | Same as 'p1' but using the uncurried version 'g_unc' of 'g'
p1_unc :: SInt8 -> SWord16 -> SWord16 -> SBool
p1_unc x y z = y .== z .=> g_unc (x, y) .== g_unc (x, z)  -- OK


a, b :: SBool
a = sym "p"
b = sym "q"

p3 :: SBool
p3 = a .|| b

c, d :: SQ
c = sym "c"
d = sym "d"

p4 :: SBool
p4 = c ./= d

{- HLint ignore type g_unc "Use camelCase" -}