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19 Cards in this Set

  • Front
  • Back

Queue

First in First out

enqueue

add item to the back of queue

dequeue

removes item from the front of the queue

Elements enter the ... of the queue

the back of the queue

Binary tree

The empty set is a binary tree.


A non-empty binary tree consists of a root node(root node) w two binary trees called the left subtree and the right subtree

child

node 1 below

parent

node below

path

goes all of the way down the tree

length

the number of nodes on a path(EXCLUDING starting node)

ancestor

above a node

descendant

below a node

depth of a node

length of a path from root to that node

height of a tree

One plus the depth of the deepest node

leaf

node w/o children

internal node

node w 1+ child

fully binary tree

every internal node has 0 or 2 children

complete binary tree

fill in every level from left to right

Big O of operation on one node

(o log2n)

max heap

complete binary tree in which the value at every node is less than or equal to the value at its parent.