Highlights
Mathematics Education
The National Mathematics Advisory Panel's (2008
The National Mathematics Advisory Panel's (2008) recent report sought to synthesize the '"best available scientific evidence' to [recommend] ways '. . . to foster greater knowledge of and improved performance in mathematics among American students'" (p. xiii). We support the effort to develop recommendations for policy makers and teachers that are based on high-quality research. The Panel produced a comprehensive report with an impressive array of supporting documents. Unfortunately, the Panel took an overly narrow view of what counts as scientific evidence, thereby failing to capitalize on much of what is known about mathematics learning and teaching. As a consequence, the Panel's report is less effective than it would oth erwise have been in supporting policy makers and teachers to make substantial improvements.
The Approach the Panel Used to Produce
The trustworthiness of research findings depends on the sound ness of the method used to produce those findings (Bernstein, 1983; Lakatos, 1970; Popper, 1972). Similarly, the value of the Panel's recommendations depend on the soundness of the method the Panel used to (a) discriminate between trustworthy and suspect research findings and (b) synthesize findings judged to be trustworthy. In our view, there is good reason to be con cerned about both of these steps in the Panel's approach. The Panel used three categories to discriminate between trust worthy and suspect studies. The first category of high-quality sci entific evidence is reserved for "studies that test hypotheses, meet the highest methodological standards (internal validity), and have been replicated with diverse samples of students under conditions that warrant generalization (external validity)" (p. 7-4). The Panel assumed that only one methodology can produce high-quality sci entific evidence: experimental and quasi-experimental studies. The studies in the Panel's second category of promising or suggestive findings "represent sound, scientific research that needs to be fur ther investigated or extended" (p. 7-4) by conducting experimen tal studies of instructional practices or existing curricula. "The final category corresponds to statements based on values, impressions, or weak evidence; these are essentially opinions as opposed to sci entifically justified conclusions" (p. 7-4). Logic dictates that this third category includes all studies conducted using any methodol ogy other than the experimental methodology, regardless of their quality. Having differentiated between research studies in this manner, the Panel grouped studies that met its standards for sci entific evidence according to the independent variables investi gated, synthesized the findings of each group of studies, and where possible, derived recommendations.
In critiquing the Panel's approach, we differentiate between experimental research as a methodology and experimentalism as an ideology that holds that only studies conducted using this methodology constitute a trustworthy basis for making recom mendations to policy makers and practitioners. As we will clarify, we consider experimental research to be a valuable methodology that has the potential to make important contributions to the three issues that are central to improving mathematics learning improvement of mathematics teaching and learning.1 However, and teaching, those of equity, the content of textbooks, and grad uate education. Educational Researcher, Vol. 37, No. 9, pp. 573-581 DOI: 10.3102/0013189X08327826 we will argue that experimentalism is an unhelpful position. The Panel
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