“…While authors of these simulation studies have, according to EVAAS developers, evidenced that the EVAAS model is indeed "robust" (W. L. Sanders & Wright, 2008, p. 1), and authors of these studies have made strides in terms of the further development of the EVAAS as well as other VAMs in general, authors of these same studies have also raised legitimate concerns about the EVAAS. Subsequently, having been debated for over one decade now are issues including but not limited to those pertaining to the actual robustness and, hence, accuracy of EVAAS output, primarily surrounding: (a) missing data and the extent to which data not missing at random might cause selection bias (see also ; (b) bias, as related but caused by the lack of statistical controls used, or not typically used with the EVAAS (see, for example, Amrein-Beardsley, 2014; W. L. Sanders & Wright, 2008), that even if used may not be sophisticated enough to effectively counter the biasing effects of extraneous, student demographic variables that contaminate teachers valueadded estimates (see Paufler & Amrein-Beardsley, 2014, in press; see also Koedel et al, 2015) about whether unbiased estimates might ever be produced by either EVAAS model or any such VAM, and especially the EVAAS's univariate response model (URM; see also Chetty et al, 2014a;Rothstein, 2009Rothstein, , 2010Rothstein, , 2014Vosters et al, 2018); (c) the correct matching of teachers to their students, also proportionally when students are taught similar subjects by different teachers, taught in team teaching scenarios, and so on; (d) regression to the mean, as caused (or countered) by shrinkage estimation via best linear unbiased prediction (BLUP) or empirical Bayes estimation methods (see also McCaffrey et al, 2008;Raudenbush & Bryk, 2002); and the like. For a more comprehensive review of these issues, still of debate, please see Amrein-Beardsley (2008) and W. L. Sanders and Wright (2008).…”