{- |

Module : $Header$

Copyright : (c) Klaus L�ttich, Uni Bremen 2002-2005

License : similar to LGPL, see HetCATS/LICENSE.txt or LIZENZ.txt

Maintainer : till@tzi.de

Stability : provisional

Portability : portable

Here is the place where the class Logic is instantiated for CASL.

Also the instances for Syntax an Category.

-}

module CASL.Logic_CASL(module CASL.Logic_CASL, CASLSign, CASLMor) where

import Common.AS_Annotation

import Common.Result

import Common.Lexer((<<))

import Text.ParserCombinators.Parsec

import Logic.Logic

import CASL.AS_Basic_CASL

import CASL.LaTeX_CASL()

import CASL.Parse_AS_Basic

import CASL.Print_AS_Basic

import CASL.SymbolParser

import CASL.MapSentence

import CASL.Amalgamability

import CASL.ATC_CASL()

import CASL.Sublogic

import CASL.Sign

import CASL.StaticAna

import CASL.Morphism

import CASL.SymbolMapAnalysis

import CASL.Taxonomy

import CASL.SimplifySen

import {-# SOURCE #-} CASL.CCC.FreeTypes

import CASL.CCC.OnePoint -- currently unused

data CASL = CASL deriving Show

instance Language CASL where

description _ =

"CASL - the Common algebraic specification language\n\

\This logic is subsorted partial first-order logic \

\with sort generation constraints\n\

\See the CASL User Manual, LNCS 2900, Springer Verlag\n\

\and the CASL Reference Manual, LNCS 2960, Springer Verlag\n\

\See also http://www.cofi.info/CASL.html"

type CASLBasicSpec = BASIC_SPEC () () ()

type CASLFORMULA = FORMULA ()

-- Following types are imported from CASL.Amalgamability:

-- type CASLSign = Sign () ()

-- type CASLMor = Morphism () () ()

dummy :: a -> b -> ()

dummy _ _ = ()

-- dummy of "Min f e"

dummyMin :: b -> c -> Result ()

dummyMin _ _ = Result {diags = [], maybeResult = Just ()}

trueC :: a -> b -> Bool

trueC _ _ = True

instance Category CASL CASLSign CASLMor

where

-- ide :: id -> object -> morphism

ide CASL = idMor dummy

-- comp :: id -> morphism -> morphism -> Maybe morphism

comp CASL = compose (const id)

-- dom, cod :: id -> morphism -> object

dom CASL = msource

cod CASL = mtarget

-- legal_obj :: id -> object -> Bool

legal_obj CASL = legalSign

-- legal_mor :: id -> morphism -> Bool

legal_mor CASL = legalMor

-- abstract syntax, parsing (and printing)

instance Syntax CASL CASLBasicSpec

SYMB_ITEMS SYMB_MAP_ITEMS

where

parse_basic_spec CASL = Just $ basicSpec []

parse_symb_items CASL = Just $ symbItems []

parse_symb_map_items CASL = Just $ symbMapItems []

-- lattices (for sublogics)

instance LatticeWithTop CASL_Sublogics where

-- meet, join :: l -> l -> l

meet = CASL.Sublogic.sublogics_min

join = CASL.Sublogic.sublogics_max

-- top :: l

top = CASL.Sublogic.top

-- CASL logic

instance Sentences CASL CASLFORMULA () CASLSign CASLMor Symbol where

map_sen CASL m = return . mapSen (\ _ -> id) m

parse_sentence CASL = Just (fmap item (aFormula [] << eof))

sym_of CASL = symOf

symmap_of CASL = morphismToSymbMap

sym_name CASL = symName

conservativityCheck CASL th mor phis =

fmap (fmap fst) (checkFreeType th mor phis)

simplify_sen CASL = simplifySen dummyMin dummy

print_named CASL = printTheoryFormula

instance StaticAnalysis CASL CASLBasicSpec CASLFORMULA ()

SYMB_ITEMS SYMB_MAP_ITEMS

CASLSign

CASLMor

Symbol RawSymbol where

basic_analysis CASL = Just $ basicCASLAnalysis

stat_symb_map_items CASL = statSymbMapItems

stat_symb_items CASL = statSymbItems

ensures_amalgamability CASL (opts, diag, sink, desc) =

ensuresAmalgamability opts diag sink desc

sign_to_basic_spec CASL _sigma _sens = Basic_spec [] -- ???

symbol_to_raw CASL = symbolToRaw

id_to_raw CASL = idToRaw

matches CASL = CASL.Morphism.matches

is_transportable CASL = isSortInjective

empty_signature CASL = emptySign ()

signature_union CASL sigma1 sigma2 =

return $ addSig dummy sigma1 sigma2

morphism_union CASL = morphismUnion (const id) dummy

final_union CASL = finalUnion dummy

is_subsig CASL = isSubSig trueC

inclusion CASL = sigInclusion dummy trueC

cogenerated_sign CASL = cogeneratedSign dummy

generated_sign CASL = generatedSign dummy

induced_from_morphism CASL = inducedFromMorphism dummy

induced_from_to_morphism CASL = inducedFromToMorphism dummy trueC

theory_to_taxonomy CASL = convTaxo

instance Logic CASL CASL.Sublogic.CASL_Sublogics

CASLBasicSpec CASLFORMULA SYMB_ITEMS SYMB_MAP_ITEMS

CASLSign

CASLMor

Symbol RawSymbol () where

stability _ = Stable

sublogic_names CASL = CASL.Sublogic.sublogics_name

all_sublogics CASL = CASL.Sublogic.sublogics_all

data_logic CASL = Nothing

is_in_basic_spec CASL = CASL.Sublogic.in_basic_spec

is_in_sentence CASL = CASL.Sublogic.in_sentence

is_in_symb_items CASL = CASL.Sublogic.in_symb_items

is_in_symb_map_items CASL = CASL.Sublogic.in_symb_map_items

is_in_sign CASL = CASL.Sublogic.in_sign

is_in_morphism CASL = CASL.Sublogic.in_morphism

is_in_symbol CASL = CASL.Sublogic.in_symbol

min_sublogic_basic_spec CASL = CASL.Sublogic.sl_basic_spec

min_sublogic_sentence CASL = CASL.Sublogic.sl_sentence

min_sublogic_symb_items CASL = CASL.Sublogic.sl_symb_items

min_sublogic_symb_map_items CASL = CASL.Sublogic.sl_symb_map_items

min_sublogic_sign CASL = CASL.Sublogic.sl_sign

min_sublogic_morphism CASL = CASL.Sublogic.sl_morphism

min_sublogic_symbol CASL = CASL.Sublogic.sl_symbol

proj_sublogic_basic_spec CASL = CASL.Sublogic.pr_basic_spec

proj_sublogic_symb_items CASL = CASL.Sublogic.pr_symb_items

proj_sublogic_symb_map_items CASL = CASL.Sublogic.pr_symb_map_items

proj_sublogic_sign CASL = CASL.Sublogic.pr_sign

proj_sublogic_morphism CASL = CASL.Sublogic.pr_morphism

proj_sublogic_epsilon CASL = CASL.Sublogic.pr_epsilon dummy

proj_sublogic_symbol CASL = CASL.Sublogic.pr_symbol