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Array Operations

This package provides an implementation of extendible arrays with logarithmic access time.

Beware: the atom $ is used to indicate an unset element, and the functor $ /4 is used to indicate a subtree. In general, array elements whose principal function symbol is $ will not work.

To load the package, enter the query

| ?- use_module(library(arrays)).
Binds Array to a new empty array. Example:
| ?- new_array(A).

A = array($($,$,$,$),2) ? 

Is true when Array actually is an array.
aref(+Index, +Array, ?Element)
Element is the element at position Index in Array. It fails if Array[Index] is undefined.
arefa(+Index, +Array, ?Element)
Is like aref/3 except that Element is a new array if Array[Index] is undefined. Example:
| ?- arefa(3, array($($,$,$,$),2), E).

E = array($($,$,$,$),2) ? 

arefl(+Index, +Array, ?Element)
Is as aref/3 except that Element is [] for undefined cells. Example:
| ?- arefl(3, array($($,$,$,$),2), E).

E = [] ? 

array_to_list(+Array, -List)
List is a list with the pairs Index-Element of all the elements of Array. Example:

| ?- array_to_list(array($(a,b,c,d),2), List).

List = [0-a,1-b,2-c,3-d] ? 

aset(+Index, +Array, +Element, -NewArray)
NewArray is the result of setting Array[Index] to Element. Example:
| ?- aset(3,array($($,$,$,$),2), a, Newarr).

Newarr = array($($,$,$,a),2) ? 


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