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Class ScruSet
X++ has three basic kinds of collection classes. Tables, Sets and XuRegions. XuRegions are not-necessarily-discrete collections of positions, and are documented in the space module. Sets and Tables are both discrete and finite, and similar in many ways. Both originate in a three-way type distinction between:
ScruX -- The protocol for examining one. Ie., it is *Scru*table
ImmuX -- The contract guarantees that the set or table you're looking at won't change (though the things it contains may change)
MuX -- Additional protocol for changing it.
Concrete classes may be a subclass of any of the above. It makes sense to have a concrete subclass of ScruX which isn't a subclass of either MuX or ImmuX when, for example, it represents a tracking, filtered view of some other set which is itself changing. All kinds of collection can be iterated over when appropriate using Steppers--our basic iteration abstraction (see Stepper).
Immu's are sort of like Stamps -- they represent a particular state a colection can have. Mu's are sort of like Berts -- they represent a continuing collection identity which can change its current state.
Sets are pure collections--their contents are just a set of Heapers. Sets (as opposed to tables) do not provide any organization of these contents.
Package: Udanax-Gold
All Superclasses: Object Heaper
Immediate Subclasses: ImmuSet MuSet
Protocols: Object
Categories: Xanadu-Collection-Sets
Class MethodsproblemsNotInSet
Instance MethodsactualHashForEqual
Overridden by: ImmuSet MuSet
asArray
The elements in the set in an array, in some random order
asImmuSet
Return an immu snapshot of my current state. Should probably be done with a
Converter rather than with a message (for the reasons listed in the Converter
class comment). In terms of the Stamp/Bert analogy mentioned in the class
comment, asImmuSet is like asking for the current Stamp.
Overridden by: ImmuSet MuSet GrandHashSet HashSet
asMuSet
Return a Mu whose initial state is the same as my current state, but which
will now deviate independently of me. In terms of the Stamp/Bert analogy
mentioned in the class comment, asMuSet is like asking for a new Bert starting
on the current Stamp.
Overridden by: ImmuSet EmptyImmuSet ImmuSetOnMu TinyImmuSet MuSet GrandHashSet HashSet
asOrderedCollection
return all of my elements in an ordered collection for smalltalk MVC hacking
contentsEqual: other
Returns whether the two ScruSets have exactly the same set of elements at the moment.
'a->contentsEqual(b)' is equivalent to
'a->asImmuSet()->isEqual(b->asImmuSet())'.
contentsHash
Has the same relationship to contentsEqual that hashForEqual has to isEqual.
Ie., if 'a->contentsEqual (b)', then 'a->contentsHash() == b->contentsHash()'.
The same complex caveats apply as to the stability and portability of the
hash values as apply for hashForEqual.
Overridden by: ActualHashSet
copy
A new one whose initial state is my current state, but that doesn't track
changes. Note that there is no implication that these can be 'destroy'ed
separately, because (for example) an ImmuSet just returns itself
Overrides: Object
Overridden by: ImmuSet MuSet GrandHashSet HashSet ActualHashSet
count
How many elements are currently in the set. Being a set, if the same element is put into the set twice,
it is only in the set once. 'Same' above is according to 'isEqual'.
Overridden by: ImmuSet EmptyImmuSet ImmuSetOnMu TinyImmuSet MuSet GrandHashSet HashSet ActualHashSet
do: aBlock
hasMember: someone
Is someone a member of the set now?
Overridden by: ImmuSet EmptyImmuSet ImmuSetOnMu TinyImmuSet MuSet GrandHashSet HashSet ActualHashSet
inspect
Overrides: Object
intersects: other
tell whether they have any points in common
isEmpty
Whether it currently has any elements
Overridden by: ImmuSet EmptyImmuSet ImmuSetOnMu TinyImmuSet MuSet GrandHashSet HashSet ActualHashSet
isEqual: other
Overridden by: ImmuSet MuSet
isSubsetOf: another
Whether another currently has all my elements
Overridden by: EmptyImmuSet ImmuSetOnMu TinyImmuSet
printOn: oo
Overrides: Object
Overridden by: GrandHashSet
printOnWithSimpleSyntax: oo with: open with: sep with: close
Overridden by: GrandHashSet
printOnWithSyntax: oo with: open with: sep with: close with: fullPrint
stepper
Returns a stepper which will enumerate all the elements of the set in some unspecified order
Overridden by: ImmuSet EmptyImmuSet ImmuSetOnMu TinyImmuSet MuSet GrandHashSet HashSet ActualHashSet
theOne
Iff I contain exactly one member, return it. Otherwise BLAST.
The idea for this message is taken from the THE function of ONTIC
(reference McAllester)
Overridden by: EmptyImmuSet ImmuSetOnMu TinyImmuSet HashSet ActualHashSet
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