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Regression models for retention and graduation rates at University of California-Berkeley.

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Figshare2021-05-12 更新2026-04-28 收录
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https://figshare.com/articles/dataset/Regression_models_for_retention_and_graduation_rates_at_University_of_California-Berkeley_/14580405
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Our Markov chain model (see Fig 1) requires specification of the parameters λ4G, λ5G, λ6G, and ρ, which are related, respectively, to the four-year graduation, five-year graduation, six-year graduation, and first-year retention rates. These rates must be specified for each year and for each racial/ethnic group. We assess the fit of linear, log-linear, and optimal Box-Cox models on historical data. We choose the preferred model, specified in the table above, and use it to forecast future values. Fig 3 shows various models for four-year graduation rates, corresponding to the top section of the table above. The column labeled Λ is an exponent used in the Box-Cox transformation, and thus is relevant only to those fits.
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