researchers gathered from many countries to report on studies in this area. Given the sheer numbers of studies, an exhaustive review of student conceptions literature is prohibitive; however, these studies show evidence of reemerging themes, issues, and findings that provide a framework for this article.To bound this endeavor, I will use the following selection procedure: (a) Research will be selected from mathematics (including statistics and probability), science, and programming; (b) research will focus on concept-specific studies and thus will exclude research on problem solving, novice/expert studies, and Piagetian stage research; and (c) within the This work is funded under a grant from the National Science Foundation, No. MDR-8652-160. 3 at CAMBRIDGE UNIV LIBRARY on January 3, 2015 http://rre.aera.net Downloaded from 4
Review of Research in Education, 16concept-specific studies, the selected research will have employed alternative methodologies to short-answer, paper-and-pencil tests that report only on the performance level of students.Although these decisions will eliminate from the review a variety of provocative and influential reports on learning, it allows for a review of a reasonably coherent body of literature. These selection procedures can be argued for on the grounds that all the research included is founded on the assumption that students enter instruction with firmly held beliefs and explanations for phenomena and relationships, and these beliefs are subject matter-specific and can be identified and confirmed only through methods that encourage children to be expressive and predictive.
WHAT ARE STUDENT CONCEPTIONS AND WHY STUDY THEM?Osborne and Wittrock (1983) summarized the position of researchers on student conceptions succinctly in their statement that "children develop ideas about their world, develop meanings for words used in science [mathematics and programming], and develop strategies to obtain explanations for how and why things behave as they do" (p. 491). These categories of children's beliefs, theories, meanings, and explanations will form the basis of the use of the term student conceptions. Other researchers use other terms for these constellations of beliefs, including the following: children's science (Osborne & Freyberg, 1985), children's arithmetic (Ginsburg, 1977), mathematics of the tribe (Steffe, 1988), preconceptions (Ausubel, Novak, & Hanesian, 1978), naive theories (Resnick, 1983), conceptual primitives (Clement, 1982), private concepts (Sutton, 1980), and alternative frameworks (Driver, l98l). When those conceptions are deemed to be in conflict with the accepted meanings in science, math, or programming, the term misconceptions (Nesher, 1987; Perkins & Simmons, 1988) is used. (See Abimbola, 1988, for an interesting discussion of the significance of the different terms.) Researchers' interest in student conceptions has been provoked by numerous studies indicating that (a) before formal study, persons have firmly held, descriptive, and explanatory systems for scientific ...