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Abstract
The objective of this study is to assess the complexity order of search operations, insertion and/or elimination in a beveled tree. For the deployment of a node the very utilized rotation technique is used in the trees AVL. For the evaluation of the complexity of operations the amortized method of analysis is used. The amortized analysis in beveled trees is beneficial insofar as is applied when a succession of m operations is realized for so that overall the time of the operation ought to be no more of O (m Log n), although individually every operation can be of order O(n).
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