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The libraries (srfi :113)
and (srfi :113 sets-and-bags)
are by John Cowan as the reference implementation for SRFI-113; see:
for more details. Sets and bags (also known as multisets) are unordered collections that can contain any Scheme object. Elements in sets and bags are compared using the facilities of SRFI-114 (see SRFI-114 comparators).
• srfi sets-and-bags intro: | Introduction. | |
• srfi sets-and-bags constr: | Constructors. | |
• srfi sets-and-bags preds: | Predicates. | |
• srfi sets-and-bags access: | Accessors. | |
• srfi sets-and-bags update: | Updaters. | |
• srfi sets-and-bags whole: | The whole set. | |
• srfi sets-and-bags map: | Mapping and folding. | |
• srfi sets-and-bags copy: | Copying and conversion. | |
• srfi sets-and-bags subsets: | Subsets. | |
• srfi sets-and-bags theory: | Set theory operations. | |
• srfi sets-and-bags bag: | Bag-only procedures. | |
• srfi sets-and-bags compar: | Comparators. | |
• srfi sets-and-bags copyright: | Copyright. |