What is the formula for finding cyclomatic complexity of a graph

What is the formula for finding cyclomatic complexity of a graph

From exit node to entry node ⇒ draw an arc.For example, this code has a cyclomatic complexity of one, since there aren't any branches, and it just calls writeline over and over.Cyclomatic complexity is a software metric used to measure the complexity of a program.You may use any one of these to determine the cyclomatic complexity of selection sort.Here, m is the cyclomatic complexity.

Imagine a simple program with 2 ifs.Most static analysis tools will calculate it for you.But here comes the issue.Cyclomatic complexity doesn't cover a whole class of software bugs.Total number of regions in the flow graph is a cyclomatic complexity.

It can be calculated by the given formula:N is the total number of nodes that are there in the control flow graph.N = the number of nodes of the graph.P = the number of connected components.P = number of disconnected parts of the flow graph (e.g.

So here in this example:

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