FINDING THE K LARGEST ELEMENT IN A LARGE HEAP IN O(K LOG LOG N) TIME. Conference

Navlakha, JK. (1982). FINDING THE K LARGEST ELEMENT IN A LARGE HEAP IN O(K LOG LOG N) TIME. . 66-69.

cited authors

  • Navlakha, JK

abstract

  • The selection problem for a very large heap is defined as the problem of finding the k**t**h largest element in a heap whose depth is greater than k. We present an efficient algorithm to solve this problem in O(k log log n) time. The algorithm uses a binary search tree that is also an AVL tree. A couple of open questions linked with this problem are posed.

publication date

  • December 1, 1982

start page

  • 66

end page

  • 69