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FYI: Comparison to Stanford's California Poverty Measure #78
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@MattHJensen indicated interest in this on today's call. |
Does this mean
What are the plans you have in mind? |
Columbia's Center on Poverty and Social Policy also does a lot of antipoverty work involving recreating the Supplemental Poverty Measure, and part of this is imputing benefits. In particular, Jane Waldfogel and Christopher Wimer have authored many SPM-related papers, such as an anchored SPM (2013) and an evaluation of 2020 candidates' antipoverty bills for Vox (Stanford's Sara Kimberlin, who also works on CPM, also contributed to this). The anchored SPM paper goes through their imputation procedure. In terms of your questions, I think it could be worth reaching out to Stanford and/or Columbia to let them know about this project, and see if they have suggestions on what to prioritize, since they seem to be experts in assistance programs. Who knows, they might be interested in sharing their code as a new PSL project, or even working toward a unified poverty model with C-TAM/taxdata in the long run. I suggested bringing in SPM to taxdata/taxcalc last year (PSLmodels/Tax-Calculator#1896) and it was decided not to be a fit at that time. But I think at some point this would still be a great feature, and the fact that other poverty researchers do it--albeit imperfectly compared to official Census data--suggests there's opportunity to unify around open-source models as the project has done for tax analysis. |
The Stanford Center on Poverty & Inequality produces a California Poverty Measure, which does some tasks also done in C-TAM. Here are relevant sections of their methodology, for comparison to C-TAM and in case there's value in reaching out to them. Note that ACS is their base dataset.
SNAP & TANF
Max note: In a previous version they assigned eligible units randomly within cells to meet targets.
Housing subsidies
WIC
Misc
They also impute school lunch programs and medical out of pocket expenses, and form tax units from ACS data based partly on strategically maximizing EITC.
@Amy-Xu
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