Computer-based problem-solving examinations in immunology generate graphic representations of students' search paths, allowing evaluation of how organized and focused their knowledge is, how well their organization relates to critical concepts in immunology, where major misconceptions exist, and whether proper knowledge links exist between content…

This article offers suggestions for incorporating cognitive principles into mathematics instruction for students with disabilities, such as identifying underlying concepts and relationships and teaching them explicitly, and presenting instruction from a problem-solving perspective. A checklist is provided for determining whether or not…

Order and entropy exist in all human and environmental processes. Technological innovation begins with entropy, and problem solving creates order. Humans learn by building order through conceptualizing but create entropy by not using a wider range of learning methods. (SK)

A Delphi panel of 25 engineers, scientists, and educators rated the importance of mental methods for technology education curriculum. Defining, analyzing, and communicating were rated very important; 21 others were considered important. Results could form the basis of a mental processes-based curriculum involving solution of technological…

This study tested three hypothesized mechanisms through which explanations might facilitate problem-solving strategy generalization in kindergarteners through second graders. Results suggested that explanations facilitated generalization through the creation of novel goal structures that enabled children to persist in use of the new strategy…

Presents a student module modeling knowledge states and learning skills of students in the field of Newtonian dynamics. Uses data recorded during the exploratory activity in microworlds to infer mental representations concerning the concept of force. A fuzzy algorithm able to follow the cognitive states the student goes through in solving a task…

Reports on two studies that use new tasks to compare English children's use of strategies that reverse the order of addends in solving addition problems. Shows that knowledge of commutativity among young children is widespread, but does not establish a direct link between this knowledge and children's choice of addition strategies. (DSK)

Proposes a simple predictive model for multistep problems and compares the model's predictions with actual data. Examines mechanisms that may block the solution or lead to violation of the model. Contains 42 references. (DDR)

Three experiments examined individual differences in the use of problem-solving strategies. Results provided evidence that the choice and usage of cognitive strategies depended on intelligence, personality, and "intelligence-related" personality traits. Results suggest that the analytical strategy is associated with increased working…

Child positive affect and task orientation in response to cognitively demanding puzzle tasks were assessed at two time points separated by 12 months in children with mild mental retardation and mental age and chronological age matched controls (ages 1-5 years). Results suggested correlates of motivation were similar for children with mild mental…

This article describes the following phenomenon: Gifted high school students trained in solving Olympiad-style mathematics problems experienced conflict between their conceptions of "effectiveness" and "elegance" (the EEC). This phenomenon was observed while analyzing clinical task-based interviews that were conducted with three members of the…

This article examines an innovative way of conceptualizing mentoring and develops the notion of a "distributed" model of mentoring, backed by snippets from professional development program that has sought to use the context of community to broaden the definition (and success) of mentoring for mathematical teachers. The author proposes a way of…

We employ tools of complexity theory to examine the effect of cognitive variables, such as working-memory capacity, degree of field dependence-independence, developmental level and the mobility-fixity dimension. The nonlinear method correlates the subjects' rank-order achievement scores with each cognitive variable. From the achievement scores in…

Recent research in cognitive neuroscience has yielded a more comprehensive understanding of brain function. Some of these diagnostic techniques include the event-related potential, which depicts brain electrical activity, and magnetic resonance imaging and positron emission tomography, which are particularly sensitive to the delineation of brain…

A comparative study was conducted to compare two approaches to engineering design curriculum between different schools (inter-school) and between two curricular approaches, "Project Lead the Way" (PLTW) and "Engineering Projects in Community Service" (EPIC High) (inter-curricular). The researchers collected curriculum…