Matches in DBpedia 2014 for { <http://dbpedia.org/resource/Search_tree> ?p ?o. }
Showing items 1 to 22 of
22
with 100 items per page.
- Search_tree abstract "In computer science, a search tree is a tree data structure in whose nodes data values are stored from some ordered set, in such a way that in-order traversal of the tree visits the nodes in ascending order of the stored values. This means that for any internal node containing a value v, the values x stored in its left subtree satisfy x ≤ v, and the values y stored in its right subtree satisfy v ≤ y. Each subtree of a search tree is by itself again a search tree.Search trees can implement the data type of (finite) multisets. The advantage of using search trees is that the test for membership can be performed efficiently provided that the tree is reasonably balanced, that is, the leaves of the tree are at comparable depths. Various search-tree data structures exist, several of which also allow efficient insertion and deletion of elements, which operations then have to maintain tree balance. If the multiset being represented is immutable, this is not an issue.Search trees can also implement associative arrays by storing key–value pairs, where the ordering is based on the key part of these pairs.In some kinds of search trees the data values are all stored in the leaves of the tree. In that case some additional information needs to be stored in the internal tree nodes to make efficient operations possible.".
- Search_tree wikiPageID "844292".
- Search_tree wikiPageRevisionID "604023351".
- Search_tree hasPhotoCollection Search_tree.
- Search_tree subject Category:Data_structures.
- Search_tree type Abstraction100002137.
- Search_tree type Arrangement105726596.
- Search_tree type Cognition100023271.
- Search_tree type DataStructure105728493.
- Search_tree type DataStructures.
- Search_tree type PsychologicalFeature100023100.
- Search_tree type Structure105726345.
- Search_tree comment "In computer science, a search tree is a tree data structure in whose nodes data values are stored from some ordered set, in such a way that in-order traversal of the tree visits the nodes in ascending order of the stored values. This means that for any internal node containing a value v, the values x stored in its left subtree satisfy x ≤ v, and the values y stored in its right subtree satisfy v ≤ y.".
- Search_tree label "Search tree".
- Search_tree label "Suchbaum".
- Search_tree sameAs Suchbaum.
- Search_tree sameAs m.0642ty_.
- Search_tree sameAs Q621673.
- Search_tree sameAs Q621673.
- Search_tree sameAs Search_tree.
- Search_tree wasDerivedFrom Search_tree?oldid=604023351.
- Search_tree isPrimaryTopicOf Search_tree.