Defends the Bradley Commission on History in Schools' and the National Commission on Social Studies' recommendations that history should be the basis of social studies instruction. Discusses claims that such an approach is ideologically conservative and unsupported by research. Addresses the suggestion that the study of social problems is the…

Discusses an examination of six teacher education programs designed to foster global awareness. Concludes that the programs possess (1) similar views of global education; (2) diverse program offerings and support services; (3) strengths in content achievement and collaboration with other schools and organizations; and (4) institutional support.…

Provides an overview of the theoretical basis and methods used for social studies classroom research. Suggests improvements in classroom climate constructs by integrating social studies literature and traditional classroom research approaches. Offers recommendations for improving future research. (SG)

Examined is the relationship between junior high school students' directional reasoning about rates and numerical reasoning on proportion-related word problems. The relationship between the ability to solve context-free fraction exercises and the ability to solve mathematically similar word problems is discussed. (KR)

Described are the general problem-solving strategies and their nature and functions. The importance of integrating different types of general problem-solving strategies with content-specific teaching in mathematics classes is discussed. (KR)

Discussed are the limitations of teaching general problem-solving strategies and techniques and their relationship to transfer of learning. The lack of evidence for effective teaching strategies, curriculum reform ramifications, and alternative teaching techniques are considered. (KR)

Presented is a study which focused on using turtle graphics programing for geometric problem solving. The goal was to investigate changes in children's mathematical knowledge and results indicate that the LOGO environment enriched children's geometric conceptualizations and sophistication of their geometric thinking. (KR)

Contrasted are two review lessons of two secondary mathematics student teachers with those of their high school cooperating teachers. Differences between the review lessons were analyzed by interpreting teaching as a complex cognitive skill and as improvisational performance. Expert-novice distinctions are discussed. (KR)

Connects the concept of diversity to the symbiotic relationship between individuality and community in the United States. Maintains that cultural awareness is a valid and realistic response to global interdependence and changing demographics. Criticizes the notion of ethnic pluralism as a "balkanizing" influence on communities and the nation. (MJP)

Attempts to broaden the theoretical base and practical applications of multicultural education by examining the contributions of European American educators to the process. Advocates members of the dominant culture using their own lives as starting points for studying how that culture is maintained. (MJP)

Presents a vision of multicultural education as a validating and inclusive process for non-European ways of knowing. Classifies multicultural education as inclusionary, emancipatory, liberatory, critical, and transformative. Briefly gives examples of each and identifies leading advocates of these approaches. (MJP)

Examines six elementary social studies textbook series for the absence or presence of multicultural perspectives. Identifies Houghton Mifflin and Macmillan as opposite ends of the spectrum. Houghton Mifflin displayed a global-humanistic perspective while Macmillan favored a nationalistic, exclusionary approach. Includes examples from both. (MJP)

Introduces the idea of using computer microworlds--interactive software for exploration of specific concepts--for mathematics education, the theme of this issue's articles. Discusses their development and the advantages of their use. Suggests that they can be successfully used for interactive teaching or for interpreting mathematics textbooks,…

Uses work on children's counting schemes and a radical constructivist orientation to describe the development of computer microworlds for the teaching of rational numbers. Suggests that the design of complex software systems needs a strong theoretical background to provide direction for the design. Suggests that computer environments are the…

Interprets and contrasts children's mathematical interaction from the points of view of radical constructivism and of Soviet activity theory. Proposes a superseding model based on the interrelations between the basic sequence of actions and perturbation and the interaction of constructs. Supports the model by describing how children used…