Alexandra Resch
Mathematica Policy Research
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Statistics and Public Policy | 2018
Alexandra Resch; Eric Isenberg
ABSTRACT Some educators are concerned that students with test scores at top of the test score distribution will negatively affect the value-added estimates of teachers of those students. A conventional wisdom has sprung up suggesting that students with very high test scores have “no room to grow,” so value-added estimates for teachers with high-performing students will be depressed even for highly effective teachers. Using empirical data, we show that under normal circumstances, in which few students score at the ceiling, a teacher of high-performing students—even with many students scoring at the ceiling on the pre-test—can have a high value-added estimate. To understand how more extreme ceiling effects can change value-added estimates, we simulate a low ceiling, causing student test achievement data of high-scoring students to become less precise when a single score represents a large range of possible achievement. We find that the problem of test score ceilings for an evaluation system is not that it pushes the value added of every teacher of high-achieving students toward the bottom of the distribution of teachers, but rather shrinks it toward the middle.
Mathematica Policy Research Reports | 2013
Christina Clark Tuttle; Brian Gill; Philip Gleason; Virginia Knechtel; Ira Nichols-Barrer; Alexandra Resch
Mathematica Policy Research Reports | 2013
Christina Clark Tuttle; Brian Gill; Philip Gleason; Virginia Knechtel; Ira Nichols-Barrer; Alexandra Resch
Mathematica Policy Research Reports | 2012
Philip Gleason; Alexandra Resch; Jillian Berk
Mathematica Policy Research Reports | 2013
Ali Protik; Elias Walsh; Alexandra Resch; Eric Isenberg; Emma Kopa
Mathematica Policy Research Reports | 2014
Alexandra Resch; Jillian Berk; Lauren Akers
National Center for Education Evaluation and Regional Assistance | 2014
Alexandra Resch; Jillian Berk; Lauren Akers
National Center for Education Evaluation and Regional Assistance | 2014
Lauren Akers; Alexandra Resch; Jillian Berk
Mathematica Policy Research Reports | 2014
Alexandra Resch; Eric Isenberg
Mathematica Policy Research Reports | 2013
Christina Clark Tuttle; Brian Gill; Philip Gleason; Virginia Knechtel; Ira Nichols-Barrer; Alexandra Resch