One type of these objects is generated in linear time in an on-line method using Ukkonen's algorithm.
One type of these objects is generated in linear time in an on-line method using Ukkonen's algorithm. The Day-Stout-Warren algorithm is used on one type of these objects in order to decrease their height. Kraft's inequality restricts the length of the prefix codeword length for one type of them. These objects can be traversed in pre-order, post-order, and level-order walks, and can be defined recursively. Special self-balancing types of these, such as red-black and AVL, are useful because searching them is usually equally efficient as searching a perfectly balanced one. These objects are defined as connected, undirected, acyclic graphs. Name these objects which are topped by root nodes, which branch off to reach the terminal, or leaf nodes.
One type of these objects is generated in linear time in an on-line method using Ukkonen's algorithm.
{trees} [accept more specific answers throughout]