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Decomposition of Wagstaff [message #29645]

Sun, 14 July 2024 08:05

Lamine
Messages: 3
Registered: July 2024

Member

Hello
I am a student and I have a research topic on trends in socioeconomic inequalities in the use of modern contraceptives in Burkina Faso from 2003 to 2021.
My socioeconomic variables are: wealth quintile and education level of the woman and the health variable is binary coded 1 "yes" and 0 "no".
I am requesting help for the decomposition of the wagstaff concentration index in order to estimate the contribution to inequalities related to wealth and education.
Thank you

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Re: Decomposition of Wagstaff [message #29647 is a reply to message #29645]

Mon, 15 July 2024 08:22

Bridgette-DHS
Messages: 3199
Registered: February 2013

Senior Member

Following is a response from Senior DHS staff member, Tom Pullum:

This is a technical question that is not specific to DHS data. I am sorry, but DHS staff cannot provide an answer. Perhaps another user will respond.

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Re: Decomposition of Wagstaff [message #29660 is a reply to message #29645]

Thu, 18 July 2024 01:57

marcmarcos
Messages: 4
Registered: July 2024

Member

Lamine wrote on Sun, 14 July 2024 08:05

Hello
I am a student and I have a research topic on trends in socioeconomic inequalities in the use of modern contraceptives in Burkina Faso from 2003 to 2021.
My socioeconomic variables are: wealth quintile and education level of the woman and the health variable is binary coded 1 "yes" and 0 "no".
I am requesting help for the decomposition of the wagstaff concentration index in order to estimate the contribution to inequalities related to wealth and education.
Thank you

Hi,

For your research on socioeconomic inequalities in contraceptive use in Burkina Faso, you can decompose the Wagstaff concentration index to quantify the contributions of wealth quintile and education level. This method helps to identify how much each factor contributes to the observed inequalities. You can achieve this using regression based decomposition, where the concentration index is broken down into the contributions of each determinant, allowing you to estimate the impact of wealth and education on contraceptive use disparities.

Best of luck with your research!

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Re: Decomposition of Wagstaff [message #29668 is a reply to message #29660]

Fri, 19 July 2024 05:19

Lamine
Messages: 3
Registered: July 2024

Member

Thanks a lot for your help.
If you have the wagstaff decomposition stata command, please let me know so I can adapt it to my analysis. THANKS

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