binary search tree implementation based on singly linked list
getRoot
- get root pointer
getCapacity
- get current tree capacity
isEmpty
- checkout tree is empty or not
clean
- clean all data in binary search tree
insert
- insert new element to binary search tree
search
- search the given element whether it's in tree or not, return pointer
search_parent
- search the given element parent whether it's in tree or not, return pointer
getMaxLevel
- get binary tree max level
inorder
- inorder travel
preorder
- preorder travel
postorder
- postorder
isLeaf
- checkout whether current node is leaf or not
make unit tree
make test tree
run the above command at root directory
- level
i
have max$2^{i-1}$ nodes, where i$\geq$ 1 - height
k
binary tree have max$2^{k} - 1$ nodes -
$n_0$ denote degree 0 node number,$n_2$ denote degree 2 node number- then
$n_0 = n_2 + 1$
- then
- let
b
be the total branch number,n
be the total node number- then
$n = b + 1$
- then