Describes teaching strategies that help students improve problem solving skills. Lists three factors good problem solvers were found to possess. Gives step by step instructions for solving problems. (MVL)

Examines a traditional group discussion course redesigned to operate via computer-mediated communication. Finds more frequent student contact with instructors, high level of course approval by students, and group output that equaled or excelled that of traditionally taught courses. (MS)

Research of expert-novice differences is reviewed seeking to show experts possess a large body of domain specific knowledge. It was postulated that experts possess schemas enabling them to classify problems, call up the appropriate automated rules, then apply these to obtain the solution. (DC)

Reflects on the implementation of Paulo Freire's problem-posing method in an East Los Angeles College (California) course on the media portrayal of Chicanos. Examines Freire's pedagogy and its application in the classroom, and critiques the process. Describes recent work applying the Freirean methodology in college classrooms. (Author/LS)

Contained are a variety of articles given at the symposium including descriptions of graduate programs in China, The United Kingdom, and India; discussions of teaching methods for use with biochemistry classes at the high school and college level; a discussion of practical biochemistry textbooks; and technical articles. (CW)

Medical education must put more emphasis on teaching that improves students' abilities to make associations. Two teaching methods that can promote development of the necessary association skills in clinical contexts--"wait time" and "concept mapping"--are briefly reviewed. (Author/MLW)

Describes the integration of text previews (teacher-developed synopses of the text) and three-level study guides (encouraging factual, inferential, and problem solving responses). Claims a combination of these constitutes a powerful strategy for content area reading. (RS)

Describes Vygotsky's zones of proximal development, the importance of social interaction in learning through problem solving, and the benefits of modeling. Presents three implications for teaching and learning mathematics based on a teaching experiment focusing on these constructs. (MDH)

A survey of 882 medical school faculty serving as problem-based learning (PBL) tutors found that most felt that PBL and traditional curricula were approximately equally efficient for learning; PBL rated higher in student interest, faculty interest, personal satisfaction, student reasoning, and preparation for clinical rotations; and traditional…

A study of 88 students in a problem-based surgery clerkship found significant gain in knowledge level, found to be linked to improved clinical performance. Additional findings included peers were good judges of students' knowledge and skills; faculty were not good judges of changes in student skills or ability to apply them. (MSE)

Describes an instructional framework for teaching advanced cognitive skills in postsecondary education, highlighting specific teaching strategies that community and technical college educators may use to encourage critical thinking among students. Includes a description of content, teaching methodologies, and sequence of student development.…

This article explains how cooperative learning techniques can be used to teach interpersonal social skills, describes the cognitive-behavioral model for treating deficits in social problem-solving skills, and outlines the critical steps for using peers as social skills trainers in classrooms with antisocial students. (DB)

Examines the writings of Burbules and Young, two major educational theorists committed to promoting and understanding the practice of dialogue in educational contexts, focusing on Jurgen Habermas's theory of communicative action. Their works have shown the necessity for researchers to move across disciplinary boundaries and developing theories of…

This article outlines the last step in a five-step process for preparing students to engage in a systematic mathematics problem-solving and decision-making process. The lesson plan teaches students to reread the problem, reexamine the question, check selection of operation, and recheck calculations and compare answers. (JDD)

Discussion of differences between problem-solving techniques of novices and experts suggests that both the experts' mental model and common novice problems can be derived from analyses of several expert and novice protocols. Three instructional strategies based on these differences are discussed, including the use of a computer simulation to solve…