- and also that each
child can be
treated like the root node of its own
subtree,
making recursion a
useful technique for tree traversal. In
contrast to...
- self-balancing
binary search tree. In an AVL tree, the
heights of the two
child subtrees of any node
differ by at most one; if at any time they
differ by more than...
-
Every node x has an s-value
which is the
distance to the
nearest leaf in
subtree rooted at x. In
contrast to a
binary heap, a
leftist tree
attempts to be...
- than all the keys in the
respective node's left
subtree and less than the ones in its
right subtree. The time
complexity of
operations on the binary...
-
current node's
right subtree.
Recursively traverse the
current node's left
subtree.
Recursively traverse the
current node's
right subtree.
Recursively traverse...
- and in
particular to
decrease its
height by
moving smaller subtrees down and
larger subtrees up,
resulting in
improved performance of many tree operations...
-
instructions used as well as
number of
registers needed to
evaluate a
certain subtree.
Especially in the case that free
registers are scarce, the
order of evaluation...
- root), and let r's
right subtree be p's left
subtree. Now,
compute r's left
subtree by
recursively merging p's
right subtree with q. template<class T...
-
their subtrees. From a
collection of
subtrees of a tree, one can
define a
subtree graph,
which is an
intersection graph that has one
vertex per
subtree and...
- its
subtrees. For example, if an
internal node has 3
child nodes (or
subtrees) then it must have 2 keys: a1 and a2. All
values in the
leftmost subtree will...
