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1. 1.Read Cunha, Menichini, and Crockett (2015) “The retention effects of high years of service cliff-vesting pension plans,” Economics Letters. 2. 2.Reproduce the 2 tables and the 3 survival curves...

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1. 1.Read Cunha, Menichini, and Crockett (2015) “The retention effects of high years of service cliff-vesting pension plans,” Economics Letters.

2. 2.Reproduce the 2 tables and the 3 survival curves presented in the paper using the Stata dataset “retirement_data.dta” with R Studio. I should be able to run your script without errors by only changing the parent directory.

3. Additional questions to answer:

a. Do you need to drop any observations? Why? Was there a different way to handle the missing data?

b. In a few sentences, discuss the issues surrounding causal inference in this paper. Do you believe whether the removal of the 20-year cliff vest causes higher attrition? What are some threats to this causal interpretation of the empirical results?

4. Submit (1) do-file; (2) Word or PDF file with 3 survival curve graphs copy/pasted from R Studio. Include your answers to “Additional questions” in the Word file.

Helpful hints:

· The file “retirement_data.dta” is fully labeled with the following variables:

o hiredate: This is the day/month/year in which the individual started service.

o birthdate: Date of birth

o sex: M==male, F==female

o service: branch of service, Air Force, Army, or Navy

o firstsepartiondate: Date of first separation from service (data on subsequent active duty and separations is not available)

o superfund: The superannuation (retirement) fund the service member is subject to, either DFRDB or MSBS

o officer: Officer==1, Enlisted==0

· If you are not familiar working with dates, reading the Stata manual https://www.stata.com/manuals/u25.pdf may be a good first step. Keep in mind that you can calculate the difference between 2 dates by subtracting them.


I'm having trouble reproducing similar values for table 1, I was able to get close to table 2. I am also struggling to reproduce the two other lines for each of the 3 graphs.

Answered 375 days After Aug 02, 2022

Solution

Pratibha answered on Aug 13 2023
34 Votes
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