{- HetCATS/CASL/AS_Basic_CASL.hs

$Id$

Authors: Klaus L�ttich

Christian Maeder

Year: 2002

This is the Abstract Syntax tree of CASL Basic_specs, Symb_items and

Symb_map_items.

todo:

- ATerm conversion has now his own module (s. HetCATS/aterm_conv/)

- Pretty printing

-}

module AS_Basic_CASL where

import Id

import AS_Annotation

-- DrIFT command

{-! global: UpPos !-}

data BASIC_SPEC = Basic_spec [Annoted BASIC_ITEMS]

deriving (Show,Eq)

data BASIC_ITEMS = Sig_items SIG_ITEMS

-- the Annotation following the keyword is dropped

-- but preceding the keyword is now an Annotation allowed

| Free_datatype [Annoted DATATYPE_DECL] [Pos]

-- pos: free, type, semi colons

| Sort_gen [Annoted SIG_ITEMS] [Pos]

-- pos: generated, opt. braces

| Var_items [VAR_DECL] [Pos]

-- pos: var, semi colons

| Local_var_axioms [VAR_DECL] [Annoted FORMULA] [Pos]

-- pos: forall, semi colons, dots

| Axiom_items [Annoted FORMULA] [Pos]

-- pos: dots

deriving (Show,Eq)

data SIG_ITEMS = Sort_items [Annoted SORT_ITEM] [Pos]

-- pos: sort, semi colons

| Op_items [Annoted OP_ITEM] [Pos]

-- pos: op, semi colons

| Pred_items [Annoted PRED_ITEM] [Pos]

-- pos: pred, semi colons

| Datatype_items [Annoted DATATYPE_DECL] [Pos]

-- type, semi colons

deriving (Show,Eq)

data SORT_ITEM = Sort_decl [SORT] [Pos]

-- pos: commas

| Subsort_decl [SORT] SORT [Pos]

-- pos: commas, <

| Subsort_defn SORT VAR SORT (Annoted FORMULA) [Pos]

-- pos: "=", "{", ":", ".", "}"

| Iso_decl [SORT] [Pos]

-- pos: "="s

deriving (Show,Eq)

data OP_ITEM = Op_decl [OP_NAME] OP_TYPE [OP_ATTR] [Pos]

-- pos: commas, colon, OP_ATTR sep. by commas

| Op_defn OP_NAME OP_HEAD (Annoted TERM) [Pos]

-- pos: "="

deriving (Show,Eq)

data OP_TYPE = Total_op_type [SORT] SORT [Pos]

-- pos: "*"s, "->" ; if null [SORT] then [Pos] = []

| Partial_op_type [SORT] SORT [Pos]

-- pos: "*"s, "->?"; if null [SORT] then pos: "?"

deriving (Show,Eq)

data OP_HEAD = Total_op_head [ARG_DECL] SORT [Pos]

-- pos: "(", semicolons, ")", colon

| Partial_op_head [ARG_DECL] SORT [Pos]

deriving (Show,Eq)

data ARG_DECL = Arg_decl [VAR] SORT [Pos]

-- pos: commas, colon

deriving (Show,Eq)

data OP_ATTR = Assoc_op_attr | Comm_op_attr | Idem_op_attr

| Unit_op_attr TERM

deriving (Show,Eq)

data PRED_ITEM = Pred_decl [PRED_NAME] PRED_TYPE [Pos]

-- pos: commas, colon

| Pred_defn PRED_NAME PRED_HEAD (Annoted FORMULA) [Pos]

-- pos: "<=>"

deriving (Show,Eq)

data PRED_TYPE = Pred_type [SORT] [Pos]

-- pos: if null [SORT] then "(",")" else "*"s

deriving (Show,Eq)

data PRED_HEAD = Pred_head [ARG_DECL] [Pos]

-- pos: "(",semi colons , ")"

deriving (Show,Eq)

data DATATYPE_DECL = Datatype_decl SORT [Annoted ALTERNATIVE] [Pos]

-- pos: "::=", "|"s

deriving (Show,Eq)

data ALTERNATIVE = Total_construct OP_NAME [COMPONENTS] [Pos]

-- pos: "(", semi colons, ")"

| Partial_construct OP_NAME [COMPONENTS] [Pos]

-- pos: "(", semi colons, ")", "?"

| Subsorts [SORT] [Pos]

-- pos: sort, commas

deriving (Show,Eq)

data COMPONENTS = Total_select [OP_NAME] SORT [Pos]

-- pos: commas, colon

| Partial_select [OP_NAME] SORT [Pos]

-- pos: commas, ":?"

| Sort SORT

deriving (Show,Eq)

data VAR_DECL = Var_decl [VAR] SORT [Pos]

-- pos: commas, colon

deriving (Show,Eq)

{- Position definition for FORMULA:

Information on parens are also encoded in [Pos]. If there

are more Pos than necessary there is a pair of Pos enclosing the

other Pos informations which encode the brackets of every kind

-}

data FORMULA = Quantification QUANTIFIER [VAR_DECL] FORMULA [Pos]

-- pos: QUANTIFIER, semi colons, dot

| Conjunction [FORMULA] [Pos]

-- pos: "/\"s

| Disjunction [FORMULA] [Pos]

-- pos: "\/"s

| Implication FORMULA FORMULA [Pos]

-- pos: "=>" or "if"

| Equivalence FORMULA FORMULA [Pos]

-- pos: "<=>"

| Negation FORMULA [Pos]

-- pos: not

| True_atom [Pos]

-- pos: true

| False_atom [Pos]

-- pos: false

| Predication PRED_SYMB [TERM] [Pos]

-- pos: opt. "(",commas,")"

| Definedness TERM [Pos]

-- pos: def

| Existl_equation TERM TERM [Pos]

-- pos: =e=

| Strong_equation TERM TERM [Pos]

-- pos: =

| Membership TERM SORT [Pos]

-- pos: in

| Mixfix_formula TERM -- Mixfix_ Term/Token/(..)/[..]/{..}

-- a formula left original for mixfix analysis

| Unparsed_formula String [Pos]

-- pos: first Char in String

deriving (Show,Eq)

data QUANTIFIER = Universal | Existential | Unique_existential

deriving (Show,Eq)

data PRED_SYMB = Pred_name PRED_NAME

| Qual_pred_name PRED_NAME PRED_TYPE [Pos]

-- pos: "(", pred, colon, ")"

deriving (Show,Eq)

data TERM = Simple_id SIMPLE_ID -- "Var" might be a better constructor

| Qual_var VAR SORT [Pos]

-- pos: "(", var, colon, ")"

| Application OP_SYMB [TERM] [Pos]

-- pos: parens around [TERM] if any and seperating commas

| Sorted_term TERM SORT [Pos]

-- pos: colon

| Cast TERM SORT [Pos]

-- pos: "as"

| Conditional TERM FORMULA TERM [Pos]

-- pos: "when", "else"

| Unparsed_term String [Pos] -- SML-CATS

-- A new intermediate state

| Mixfix_qual_pred PRED_SYMB -- as part of a mixfix formula

| Mixfix_term [TERM] -- not starting with Mixfix_sorted_term/cast

| Mixfix_token Token -- NO-BRACKET-TOKEN, LITERAL, PLACE

| Mixfix_sorted_term SORT [Pos]

-- pos: colon

| Mixfix_cast SORT [Pos]

-- pos: "as"

| Mixfix_parenthesized [TERM] [Pos] -- non-emtpy term list

-- pos: "(", commas, ")"

| Mixfix_bracketed [TERM] [Pos]

-- pos: "[", commas, "]"

| Mixfix_braced [TERM] [Pos] -- also for list-notation

-- pos: "{", "}"

deriving (Show,Eq)

data OP_SYMB = Op_name OP_NAME

| Qual_op_name OP_NAME OP_TYPE [Pos]

-- pos: "(", op, colon, ")"

deriving (Show,Eq)

type OP_NAME = Id

type PRED_NAME = Id

type SORT = Id

type VAR = SIMPLE_ID

-----

data SYMB_ITEMS = Symb_items SYMB_KIND [SYMB] [Pos]

-- pos: SYMB_KIND, commas

deriving (Show,Eq)

data SYMB_MAP_ITEMS = Symb_map_items SYMB_KIND [SYMB_OR_MAP] [Pos]

-- pos: SYMB_KIND, commas

deriving (Show,Eq)

data SYMB_KIND = Implicit | Sorts_kind

| Ops_kind | Preds_kind

deriving (Show,Eq)

data SYMB = Symb_id Id

| Qual_id Id TYPE [Pos]

-- pos: colon

deriving (Show,Eq)

data TYPE = O_type OP_TYPE

| P_type PRED_TYPE

deriving (Show,Eq)

data SYMB_OR_MAP = Symb SYMB

| Symb_map SYMB SYMB [Pos]

-- pos: "|->"

deriving (Show,Eq)