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module GSA.Types where
import Data.IntMap.Strict (IntMap)
import Data.Map.Strict (Map)
import Data.Text (Text)
import Data.Int (Int64)
data Typ
= Tint
| Tfloat
| Tlong
| Tsingle
| Tany32
| Tany64
deriving (Eq, Show)
data RetTyp
= Tret Typ
| Tint8signed
| Tint8unsigned
| Tint16signed
| Tint16unsigned
| Tvoid
deriving (Eq, Show)
data Signature = Signature
{ sigArgs :: [Typ],
sigRes :: RetTyp
}
deriving (Eq, Show)
data Chunk
= Mint8signed
| Mint8unsigned
| Mint16signed
| Mint16unsigned
| Mint32
| Mint64
| Mfloat32
| Mfloat64
| Many32
| Many64
deriving (Eq, Show)
signatureMain :: Signature
signatureMain = Signature {sigArgs = [], sigRes = Tret Tint}
newtype Node = Node {getNode :: Int} deriving (Eq, Show)
newtype Reg = Reg {getReg :: Int} deriving (Eq, Show)
newtype Ident = Ident {getIdent :: Int} deriving (Eq, Show)
newtype Ptrofs = Ptrofs { getPtrofs :: Int } deriving (Eq, Show)
data Comparison =
Ceq
| Cne
| Clt
| Cle
| Cgt
| Cge
deriving (Eq, Show)
negateComparison Ceq = Cne
negateComparison Cne = Ceq
negateComparison Clt = Cge
negateComparison Cle = Cgt
negateComparison Cgt = Cle
negateComparison Cge = Clt
swapComparison Ceq = Ceq
swapComparison Cne = Cne
swapComparison Clt = Cgt
swapComparison Cle = Cge
swapComparison Cgt = Clt
swapComparison Cge = Cle
data Condition =
Ccomp Comparison
| Ccompu Comparison
| Ccompimm Comparison Int
| Ccompuimm Comparison Int
| Ccompl Comparison
| Ccomplu Comparison
| Ccomplimm Comparison Int64
| Ccompluimm Comparison Int64
| Ccompf Comparison
| Cnotcompf Comparison
| Ccompfs Comparison
| Cnotcompfs Comparison
| Cmaskzero Int
| Cmasknotzero Int
deriving (Eq, Show)
data Addressing =
Aindexed Integer
| Aindexed2 Integer
| Ascaled Integer Integer
| Aindexed2scaled Integer Integer
| Aglobal Ident Ptrofs
| Abased Ident Ptrofs
| Abasedscaled Integer Ident Ptrofs
| Ainstack Ptrofs
deriving (Eq, Show)
data Operation = Omove
| Ointconst Int
| Olongconst Int64
| Ofloatconst Double
| Osingleconst Float
| Oindirectsymbol Ident
| Ocast8signed
| Ocast8unsigned
| Ocast16signed
| Ocast16unsigned
| Oneg
| Osub
| Omul
| Omulimm Int
| Omulhs
| Omulhu
| Odiv
| Odivu
| Omod
| Omodu
| Oand
| Oandimm Int
| Oor
| Oorimm Int
| Oxor
| Oxorimm Int
| Onot
| Oshl
| Oshlimm Int
| Oshr
| Oshrimm Int
| Oshrximm Int
| Oshru
| Oshruimm Int
| Ororimm Int
| Oshldimm Int
| Olea Addressing
| Omakelong
| Olowlong
| Ohighlong
| Ocast32signed
| Ocast32unsigned
| Onegl
| Oaddlimm Int64
| Osubl
| Omull
| Omullimm Int64
| Omullhs
| Omullhu
| Odivl
| Odivlu
| Omodl
| Omodlu
| Oandl
| Oandlimm Int64
| Oorl
| Oorlimm Int64
| Oxorl
| Oxorlimm Int64
| Onotl
| Oshll
| Oshllimm Int
| Oshrl
| Oshrlimm Int
| Oshrxlimm Int
| Oshrlu
| Oshrluimm Int
| Ororlimm Int
| Oleal Addressing
| Onegf
| Oabsf
| Oaddf
| Osubf
| Omulf
| Odivf
| Onegfs
| Oabsfs
| Oaddfs
| Osubfs
| Omulfs
| Odivfs
| Osingleoffloat
| Ofloatofsingle
| Ointoffloat
| Ofloatofint
| Ointofsingle
| Osingleofint
| Olongoffloat
| Ofloatoflong
| Olongofsingle
| Osingleoflong
| Ocmp Condition
| Osel Condition Typ
deriving (Eq, Show)
data Pred a
= Ptrue
| Pfalse
| Plit (Bool, a)
| Pand (Pred a) (Pred a)
| Por (Pred a) (Pred a)
deriving (Eq, Show)
type Predicate = Pred Condition
data MergeInstruction
= Imu Reg Reg Reg
| Igamma [(Predicate, Reg)] Reg
| Ieta Predicate Reg Reg
deriving (Eq, Show)
data Instruction
= Inop Node
| Iop Operation [Reg] Reg Node
| Iload Chunk Addressing [Reg] Reg Node
| Istore Chunk Addressing [Reg] Reg Node
| Icall Signature (Either Reg Ident)
| Icond Condition [Reg] Node Node
| Ijumptable Reg [Node]
| Ireturn (Maybe Reg)
| Imfunc [MergeInstruction]
deriving (Eq, Show)
newtype Code = Code {getCode :: IntMap Instruction} deriving (Eq, Show)
data Function = Function
{ fnSig :: Signature,
fnParams :: [Reg],
fnStackSize :: Int,
fnCode :: Code,
fnEntrypoint :: Node,
fnExtParams :: [Reg]
}
deriving (Eq, Show)
newtype Program = Program {getProgram :: Map Text Function} deriving (Eq, Show)
|
