















Analytic Hierarchy Process (AHP):
Evaluating Intervention Options










[::: Beta Test  For Demonstration Only :::]
DATA ENTRY FORM



For pairwise comparisons the entered weights (x) can be: 0 < x < 9.


Enter data (you can change these default values) in yellow boxes and hit "Submit".
On the next "results" page, all boxes will be labeled and the results will appear in green boxes.








Step
1. Define objectives and options



OBJECTIVES / FACTORS


INTERVENTION OPTIONS



Labels

Description


Labels

Description


























If You Change Labels or Text Above  Click Here to Update Matrix Labels Below

Step
2. Pairwise comparisons among objectives


Normalized
matrix




FACTORS





FACTORS





Eigen Vector

Priority Vector



1














1














1

















Principle Eigen Value
>



<
CI = Consistency Index




< RI = Random Consistency
Index





Step
3. Pairwise comparisons among options  by each factor


Pairwise comparisons of Options, based on FACTOR:


Normalized matrix




OPTIONS





OPTIONS





Eigen Vector

Priority Vector



1














1














1

















Principle Eigen Value
>



<
CI = Consistency Index







< RI = Random Consistency
Index






Pairwise comparisons of Options, based on FACTOR:


Normalized matrix




OPTIONS





OPTIONS





Eigen Vector

Priority Vector



1














1














1

















Principle Eigen Value
>



<
CI = Consistency Index







< RI = Random Consistency
Index






Pairwise comparisons of Options, based on FACTOR:


Normalized matrix




OPTIONS





OPTIONS





Eigen Vector

Priority Vector



1














1














1

















Principle Eigen Value
>



<
CI = Consistency Index







< RI = Random Consistency
Index








Step 4. Calculating
Overall Priority Scores


Overall Scores


Values from
matrix calculations above.



Composite Weight


Factors >






(Higher score = higher priority)


Weight >






OPTIONS




OPTIONS

















































