Halstead Complexity - Volume

Last modified by

on

Sep 29, 2022, 12:50:40 AM

Created by

on

Dec 1, 2013, 7:59:33 AM

H C = (N_{1} + N_{2}) \cdot (\log_{2} (η_{1} + η_{2}))

$HC = ( N_1 + N_2 ) * (log_2( eta_1 + eta_2 ))$

(N_{1}) Total Number of Operators

$(N_1)"Total Number of Operators"$

(N_{2}) total number of operands

$(N_2)"total number of operands"$

(η_{1}) Number of distinct operators

$(eta_1)"Number of distinct operators"$

(η_{2}) Number of distinct operands

$(eta_2)"Number of distinct operands"$

Halstead Complexity calculations were intended to provide software metrics established as an empirical science of software development.

The Volume estimation provides a general estimate of the code size.

$H C = (N_{1} + N_{2}) \cdot (\log_{2} (η_{1} + η_{2}))$ $HC = (N_1 + N_2) * (log_2(eta_1 + eta_2))$

where: The inputs for the Software Volume estimation are:

This equation, Halstead Complexity - Volume, is used in 1 page

• Halstead Software Complexity by KurtHeckman

No comments

No attachments

Last 12 Months

This site uses cookies to give you the best, most relevant experience. By continuing to browse the site you are agreeing to our use of cookies.