Joyce VanTassel-Baska is the Executive Director of the Center for Gifted Education and the Jody and Layton Smith Professor of Education at the College of William & Mary, Williamsburg, Virginia. For the past 20 years, the Integrated Curriculum Model, based on research of what works with gifted learners, has been the foundation of curriculum…

This article proposes that teaching gifted students elegant problem solving in the arts and sciences requires curriculum that includes philosophical inquiry. Discussion focuses on a rationale for philosophical inquiry, philosophy within the humanities, philosophy as curriculum, and the need for theoretical models that are easily understood and…

The importance of balancing content instruction with instruction in higher level thinking skills for gifted students is emphasized. The article recommends providing students with sophisticated content, relating that content to essential underlying generalizations and principles, and then concentrating on thinking skills. (SW)

Discusses the problem-based learning (PBL) model, including underlying principles and the three phases of the cyclical process: (1) problem development; (2) initiation of PBL events, inquiry, and investigation; and (3) problem solution. A case study illustrates use of PBL in an educational psychology class. A table lists sample problems for…

Argues that critical thinking and problem-solving skills are best taught (and learned) as part of the instruction in the regular content areas. It is suggested that teachers should be more explicit when using specific thinking skills and point out when students are engaged in using those skills. (MBR)

Educational researchers have been influenced too much by research schema derived from the assumptions of empirical researchers in the sciences. Theory building should be sacrificed for the development of research products with clearer, more concrete relevance for teachers. (JN)

This article addresses the potential and the challenges of scaffolded instruction within the context of an exploratory study of the implementation of mediated collaborative problem solving. Implementation of the model for self-regulation with students experiencing reading difficulties is described, with suggestions for making scaffolded…

The reflective inquiry model of teacher education uses case methods to develop a particular professional way of thinking characteristic of expert teachers. Teaching cases play an important role in preparing teachers emotionally as well as intellectually for the problems of multicultural classrooms, and in legitimizing the discussion of crucial…

Suggests that disinterest in physics occurs because students and adults can apply everyday concepts to solve problems without understanding the underlying physics concepts. Proposes Wagenschein's Exemplary-genetic Method to teach physics and illustrates the method with examples taken from history. (MDH)

"The Systemic Initiative for Montana Mathematics and Science," based on a successful Dutch nontraditional curriculum, was used by a mathematics teacher to help ninth graders apply previously learned skills. Creative learning modules provided hands-on experience and helped students carry concrete knowledge to more abstract levels,…

Discusses recommendations from the National Commission on Libraries and Information Science for defining, developing, and promoting library media programs that teach information finding and using skills. Areas covered include helping students develop thinking skills, theoretical implications of current research on how children process information,…

This journal provides 12 brief articles focused on open education. Topics explored include (1) open education and reading, (2) mainstreaming, (3) characteristics of an open teacher, (4) administration of an open concept school, (5) an existential methodology in the language arts, (6) social studies in open education, (7) open education in early…

Examples from related case studies illustrate possible consequences of a social constructivist approach to learning and teaching mathematics. Discusses student tasks that promote flexibility in mathematizing subject matter; constructive versus Euclidean geometry approaches; working with real-life mathematics problems; and product versus process…

Introduces the constructivist theory of mathematical learning, and illustrates its application in a curriculum focusing on fundamental concepts. How knowledge is constructed, how concepts mature, and what it means to learn and to know mathematics are presented. Pedagogical implications of adopting a constructivist perspective on knowledge and…

Assesses critical thinking teaching models, including skill development, problem-solving, logical thinking, multiaspect, and information processing approaches. Stresses creating open classroom environments where critical thinking that fosters effective, thoughtful decision making can flourish. Argues that teaching can and should be less…