ProB's Prolog Datastructures: Difference between revisions

(Created page with " == Data Values == Integer value: int(Nr) where Nr is an integer Booleans: pred_true pred_false Enumerated or deferred set elements: fd(Nr,Type) where Nr is an integer...")
 
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Records
Records
  rec(Fields)
  rec(Fields)
where Fields is a list:
where Fields is a list of terms:
  field(Name,Val)
  field(Name,Val)
where Name is atom representing the field name and Val is a value.
where Name is atom representing the field name and Val is a value.
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Sets
Sets
Here is an overview of the set representations:
  []
  []
  [Val|Set]
  [Val|Set]
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  global_set(GS)
  global_set(GS)
  freetype(T)
  freetype(T)
The empty set is encoded as the empty list.
[]
This represents a set containing at least the value Val and the rest:
[Val|Set]
Note that Set can in principle be any other form (e.g., avl_set(.)).
The predicate <tt>expand_custom_set_to_list</tt> can be used to transform a set into a form using only the empty list and the <tt>[.|.]</tt> functor.
The next are called custom explicit sets, they always represent a fully known set.
A set can be represented by a non-empty AVL tree:
avl_set(AVL)
Given a list of parameter identifiers, a list of types and a predicate AST B, we can represent the set {P| P:T & B} as follows:
closure(P,T,B)
There are custom representations for complete types, these may be phased out in the future and replaced by the closure(.,.,.) representation:
global_set(GS)
freetype(T)


Freetype values
Freetype values
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  b(Expr,Type,Infos)
  b(Expr,Type,Infos)


Expr generally has the form Functor(AST1,...,ASTk). Below we list possible cases.
The predicate <tt>syntaxelement</tt> in bsyntaxtree.pl lists all allowed forms of Expr.
Type is either <tt>pred</tt> for predicates, <tt>subst</tt> for substitutions or the value type for expressions, see below.
Infos contains information about the AST node and is explained next.
=== Information list ===
Infos should be a ground list of informations.
Infos should be a ground list of informations.
Some important information fields are:
Some important information fields are:
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  refers_to_old_state(References)
  refers_to_old_state(References)


Types are:
=== AST types ===
Possible types are:
pred
subst
  integer
  integer
  boolean
  boolean
  string
  string
  global(G)
  global(G)
  couple(T1,T2)
  couple(Type1,Type2)
  record(FieldTypes)
  record(FieldTypes)
  set(Type)
  set(Type)
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where FieldTypes is a list containing:
where FieldTypes is a list containing:
  field(Name,Type)
  field(Name,Type)
=== Operators without arguments ===
boolean_false
boolean_true
bool_set
...
=== Unary operators ===
card(AST)
domain(AST)
front(AST)
...
=== Binary operators ===
cartesian_product(AST1,AST2)
composition(AST1,AST2)
concat(AST1,AST2)
conjunct(AST1,AST2)
...
=== Special operators ===
general_sum(Ids,AST,AST)
general_product(Ids,AST,AST)
lambda(Ids,AST,AST)
quantified_union(Ids,AST,AST)
quantified_intersection(Ids,AST,AST)
set_extension(ListOfASTs)
sequence_extension(ListOfASTs)
...

Revision as of 12:20, 12 January 2018

Data Values

Integer value:

int(Nr)

where Nr is an integer

Booleans:

pred_true
pred_false

Enumerated or deferred set elements:

fd(Nr,Type)

where Nr is an integer >= 1 and Type is an atom representing the type of enumerated/deferred set

Strings

string(S)

where S is an atom

Pairs/couples

(Val1,Val2)

where Val1 and Val2 are values


Records

rec(Fields)

where Fields is a list of terms:

field(Name,Val)

where Name is atom representing the field name and Val is a value.

The fields are sorted by name!

Sets Here is an overview of the set representations:

[]
[Val|Set]
avl_set(AVL)
closure(P,T,B)
global_set(GS)
freetype(T)

The empty set is encoded as the empty list.

[]

This represents a set containing at least the value Val and the rest:

[Val|Set]

Note that Set can in principle be any other form (e.g., avl_set(.)). The predicate expand_custom_set_to_list can be used to transform a set into a form using only the empty list and the [.|.] functor.

The next are called custom explicit sets, they always represent a fully known set.

A set can be represented by a non-empty AVL tree:

avl_set(AVL)

Given a list of parameter identifiers, a list of types and a predicate AST B, we can represent the set {P| P:T & B} as follows:

closure(P,T,B)

There are custom representations for complete types, these may be phased out in the future and replaced by the closure(.,.,.) representation:

global_set(GS)
freetype(T)


Freetype values

freeval(Id,Case,Value)

AST (Abstract Syntax Tree)

An AST node has the form:

b(Expr,Type,Infos)

Expr generally has the form Functor(AST1,...,ASTk). Below we list possible cases. The predicate syntaxelement in bsyntaxtree.pl lists all allowed forms of Expr. Type is either pred for predicates, subst for substitutions or the value type for expressions, see below. Infos contains information about the AST node and is explained next.

Information list

Infos should be a ground list of informations. Some important information fields are:

contains_wd_condition
used_ids(Ids)
nodeid(PositionInfo)
refers_to_old_state(References)

AST types

Possible types are:

pred
subst
integer
boolean
string
global(G)
couple(Type1,Type2)
record(FieldTypes)
set(Type)
seq(Type)
freetype(F)

where FieldTypes is a list containing:

field(Name,Type)

Operators without arguments

boolean_false
boolean_true
bool_set

...

Unary operators

card(AST)
domain(AST)
front(AST)

...

Binary operators

cartesian_product(AST1,AST2)
composition(AST1,AST2)
concat(AST1,AST2)
conjunct(AST1,AST2)

...

Special operators

general_sum(Ids,AST,AST)
general_product(Ids,AST,AST)
lambda(Ids,AST,AST)
quantified_union(Ids,AST,AST)
quantified_intersection(Ids,AST,AST)
set_extension(ListOfASTs)
sequence_extension(ListOfASTs)

...