Types of K-ary Trees
- A full k-ary tree is a k-ary tree where within each level every node has either 0 or k children.
- A perfect k-ary tree is a full k-ary tree in which all leaf nodes are at the same depth.
- A complete k-ary tree is a k-ary tree which is maximally space efficient. It must be completely filled on every level (meaning that each level has k children) except for the last level (which can have at most k children). However, if the last level is not complete, then all nodes of the tree must be "as far left as possible".
Read more about this topic: K-ary Tree
Famous quotes containing the words types of, types and/or trees:
“The wider the range of possibilities we offer children, the more intense will be their motivations and the richer their experiences. We must widen the range of topics and goals, the types of situations we offer and their degree of structure, the kinds and combinations of resources and materials, and the possible interactions with things, peers, and adults.”
—Loris Malaguzzi (1920–1994)
“The bourgeoisie loves so-called “positive” types and novels with happy endings since they lull one into thinking that it is fine to simultaneously acquire capital and maintain one’s innocence, to be a beast and still be happy.”
—Anton Pavlovich Chekhov (1860–1904)
“Society is all but rude,
To this delicious solitude.
No white nor red was ever seen
So amorous as this lovely green.
Fond lovers, cruel as their flame,
Cut in these trees their mistress’ name:
Little, alas, they know or heed
How far these beauties hers exceed!
Fair trees, wheresoe’er your barks I wound,
No name shall but your own be found.”
—Andrew Marvell (1621–1678)