{- |

Module : $Header$

Description : Instance of class Logic for Rel

Copyright : (c) Dominik Luecke, Uni Bremen 2008

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

Maintainer : luecke@informatik.uni-bremen.de

Stability : experimental

Portability : non-portable (imports Logic.Logic)

Instance of class Logic for RelationalSchemes

-}

module RelationalScheme.Logic_Rel where

import Logic.Logic

import RelationalScheme.AS

import RelationalScheme.Sign

import RelationalScheme.ParseRS

import RelationalScheme.ATC_RelationalScheme()

import RelationalScheme.StaticAnalysis

import Common.DocUtils

data RelScheme = RelScheme deriving (Show)

instance Language RelScheme where

description _ =

"Simple logic for Relational Schemes"

-- | Instance of Category for Rel

instance Category

Sign -- sign

RSMorphism -- mor

where

legal_mor _ = False

dom = domain

cod = codomain

ide = idMor

comp = comp_rst_mor

-- ^ Instance of Sentences for Rel

instance Sentences RelScheme Sentence Sign RSMorphism RSSymbol where

-- there is nothing to leave out

simplify_sen RelScheme _ form = form

print_named _ = printAnnoted (pretty) . fromLabelledSen

map_sen RelScheme = map_rel

-- | Syntax of Rel

instance Syntax RelScheme RSScheme () () where

parse_basic_spec RelScheme = Just parseRSScheme

parse_symb_items _ = Nothing

parse_symb_map_items _ = Nothing

-- | Instance of Logic for Relational Schemes

instance Logic RelScheme

() -- Sublogics

RSScheme -- basic_spec

Sentence -- sentence

() -- symb_items

() -- symb_map_items

Sign -- sign

RSMorphism -- morphism

RSSymbol -- symbol

RSRawSymbol -- raw_symbol

() -- proof_tree

where

stability RelScheme = Experimental

-- | Static Analysis for Rel

instance StaticAnalysis RelScheme

RSScheme -- basic_spec

Sentence -- sentence

() -- symb_items

() -- symb_map_items

Sign -- sign

RSMorphism -- morphism

RSSymbol -- symbol

RSRawSymbol -- raw_symbol

where

basic_analysis RelScheme = Just $ basic_Rel_analysis

empty_signature RelScheme = emptyRSSign

inclusion RelScheme = rsInclusion