On September 30, Francesca Lopez of the University of Arizona reviewed a study of charter schools by Julian R. Betts and Y. Emily Tang of the University of California at San San Diego
Betts and Tang here respond to Lopez’ critique of their study of charter school achievement..
The critical study by Lopez was published by the National Education Policy Center and posted on this blog.
Betts and Tang say that Lopez misrepresented their study. They write:
“First, what did we find in our meta-analysis of the charter school effectiveness literature? On average, charter school studies are revealing a positive and statistically significant difference between math achievement at charter schools and traditional public schools. We also find a positive difference for reading achievement, but this difference is not statistically significant. Second, we devote much of our paper to studying not the mean effect, but the variation across studies in the effect of attending a charter school. We find that charter schools’ effectiveness compared to nearby traditional public schools varies substantially across locations.
“What is the central claim of Lopez? She writes: “The report does a solid job describing the methodological limitations of the studies reviewed, then seemingly forgets those limits in the analysis” (p. 1). She uses words like “exaggeration” and “overstated” (p. 8) to characterize our analysis of the literature, and implies that our conclusions are not “reserved,” “responsible,” (p. 7) or “honest” (p. 7 and p. 8).
“Throughout her essay, Lopez falsely projects intentions in our words that simply are not there. We encourage interested readers to review the words that we actually wrote, in their full context, in our abstract, main paper, and our conclusion. We are confident that readers will confirm for themselves that any “overstated” conclusions of which Lopez accuses us are imagined.”
“There are serious problems with Lopez’s arguments. First, she habitually quotes our work in a selective and misleading way. Such rhetorical slights, in which she quotes one of our sentences while ignoring the highly relevant adjacent sentences, or even cutting important words out of our sentences, overlook important parts of our analysis and result in a highly inaccurate presentation of our work. Second, her analysis contains six technical errors. These technical mistakes, some quite serious, invalidate many of Professor Lopez’s claims. An appendix to this essay exposes more than two dozen misleading or outright incorrect statements that Lopez makes in a mere 9-page essay. To give readers a sense of the scope and severity of these problems, consider the following examples:
“Example 1: A Partial and Misleading Quotation
“Lopez insinuates that we exaggerate the positive overall math effect while downplaying the percentage of studies that show negative results. She writes:
“The authors conclude that ‘charter schools appear to be serving students well, and better in math than in reading’ (p. 47) even though the report finds ‘…that a substantial portion of studies that combine elementary and middle school students do find significantly negative results in both reading and math—35 percent of reading estimates are significantly negative, and 40 percent of math estimates are significantly negative (p. 47)’”
“Here is what we actually wrote on page 47: “Examining all of these results as separate parts of a whole, we conclude that, overall, charter schools appear to be serving students well, and better in math than in reading. The caveat here is that a substantial portion of studies that combine elementary and middle school students do find significantly negative results in both reading and math—35 percent of reading estimates are significantly negative, and 40 percent of math estimates are significantly negative.”
“Lopez uses two rhetorical devices to lead readers to the perception that we overstated findings. First, she separates the two quotations, implying that we are somehow hiding the second result, when in fact we intentionally mention the positive overall mean math effect and the variation in the results across studies side by side. Second, she further misleads the reader by again cutting out part of our sentence. Instead of stating that we have a “caveat” to the positive mean math effect she removes that entire clause.
“What makes the approach of Lopez even more misleading is that in the paragraph above, we were bending over backwards to be fair. We cite only one type of study in that quotation: those that combine elementary and middle schools. (These account for about 1/7th of all the studies.) Why did we focus only on those studies in the above quotation? Because these studies were the exception to our conclusion—the ones that produced the highest percentage of studies with negative and significant estimates. Wouldn’t one think that if our goal had been to overstate the positive effects of charter schools we would never have chosen to list the result that is the least favorable to charter schools in the text above? For example, we could have stated that for elementary school studies, only 12% showed negative and significant reading results, compared to 71% showing positive and significant results. Or we could have stated that only 11% of elementary school studies showed negative and significant math results, while 61% showed positive and significant results in math.
“Lopez fails to list any of the more positive results from the other grade span categories studied that led us to our overall conclusion. We noted the exception above precisely because it was an exception. While it is worth noting, it does not refute the other evidence. By citing an exception as a reason to dismiss all of the other results, Lopez misses the main point of a statistical meta-analysis. This is a consistent pattern throughout her essay.”
Betts and Tang make 26 points about the flaws of Lopez’s analysis.
