Meet Quisha Brown
Creator of the POSLM and Author of Racial Equity Lens Logic Model & Theory of Change. Do you have a request for Quisha?
Creator of the POSLM and Author of Racial Equity Lens Logic Model & Theory of Change. Do you have a request for Quisha?
The Progressive Outcomes Scale Logic Model (POSLM) approach was developed by Quisha Brown in response to the racial wealth gap [exacerbated by the COVID-19 pandemic] to aid organizations in the immediate need to add a racial equity focus when developing program logic models. In 2021, Quisha authored the practical guidebook "Racial Equity Lens Logic Model & Theory of Change" which demonstrates a more straightforward approach to demonstrating outcomes which can help stop generational cycles of poverty.
The POSLM approach makes use of the logic model with a strong focus on tracking progressive improvement towards racial disparity outcomes. To measure the progress towards outcomes, this type of logic model states short, intermediate and long-term outcomes as "stage 1", "stage 2" and "stage 3. Each stage is uniquely defined and used to depict the percentage of KPIs achieved at each stage or the percentage of people who reach each stage as they progress on pre-identified Key Performance Indicators (KPI). These KPIs are specific to the racial disparity issues which the population served identifies with (i.e. low reading, financial literacy, unemployment, etc). In an effort to prevent the logic model itself from being cluttered with an overwhelming number of KPIs, the KPIs are arranged by category and only the category is displayed on the logic model. The extensive list of KPIs are an appendix to the logic model.
Organizations identify the KPIs and corresponding outcomes by first conducting a needs assessment and/or community focus groups. This helps to ensure that the logic model remains focused on improving the real-time needs of people to remove racial barriers..
The POSLM can help to make more clear the intended outcomes and the casual pathways leading to them; both of which help to connect and compose a logical companion "if, then" theory of change statement.
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