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Summary Discrete mathematics (210241)

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Summary Discrete mathematics ()

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󾠲
Trees
Tree
A tree is simple connected graph without any circuit.

Basics




There are three levels in a tree and some more basics

Root of tree
If a directed tree has exactly one node or vertex called root whose incoming
degrees is 0 and all other vertices have incoming degree one, then the tree is called
root tree.

Degree of node



Trees 1

, In an undirected graph the number of nodes incident on a node is the degree of the
node.

Path of tree
Path refers to the sequence of nodes along the edges of a tree.

Parent node
A node having a left child or right child or both are called the parent of the nodes.

Child node
A node having a parent which is one level above is called as child node

Siblings
Two nodes having the same parent are called siblings

Leaf node
A node with no children is called a leaf. The number of leaves in a binary tree can
vary from one (minimum) to half the number of vertices (maximum) in a tree.

Internal node
The nodes which have outdegree greater than or equal to one are called internal
node.

External node

The node which has outdegree 0 is called an external node or a terminal node or a
leaf.

Level of tree
In a tree, each step from top to bottom is called as level of a tree.

Depth of node
The depth of a node is the number of edges present in path from the root node of a
tree to that node.

Height of a tree
The depth or height of a tree is defined as the maximum number of nodes in a
branch of a tree.

Forest


Trees 2

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