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In computing, a rose tree is a term for the value of a tree data structure with a variable and unbounded number of branches per node. The term is mostly used in the functional programming community, e.g., in the context of the Bird–Meertens formalism. Apart from the multi-branching property, the most essential characteristic of rose trees is the coincidence of bisimilarity with identity: two distinct rose trees are never bisimilar.

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  • Rose tree (en)
  • Трояндове дерево (структура даних) (uk)
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  • In computing, a rose tree is a term for the value of a tree data structure with a variable and unbounded number of branches per node. The term is mostly used in the functional programming community, e.g., in the context of the Bird–Meertens formalism. Apart from the multi-branching property, the most essential characteristic of rose trees is the coincidence of bisimilarity with identity: two distinct rose trees are never bisimilar. (en)
  • Трояндове дерево — дерево з довільним і необмеженим числом гілок у кожному вузлі. (uk)
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  • http://commons.wikimedia.org/wiki/Special:FilePath/Haskell-moore-rose-1.svg
  • http://commons.wikimedia.org/wiki/Special:FilePath/Haskell-wellfounded-rose-1.svg
  • http://commons.wikimedia.org/wiki/Special:FilePath/Tree-data-structure-values-1.svg
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  • In computing, a rose tree is a term for the value of a tree data structure with a variable and unbounded number of branches per node. The term is mostly used in the functional programming community, e.g., in the context of the Bird–Meertens formalism. Apart from the multi-branching property, the most essential characteristic of rose trees is the coincidence of bisimilarity with identity: two distinct rose trees are never bisimilar. (en)
  • Трояндове дерево — дерево з довільним і необмеженим числом гілок у кожному вузлі. (uk)
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