How can technologies and digital learning experiences be used to support underserved, under-resourced, and underprepared students? For many years, educators, researchers, and policy makers looking for strategies to close the achievement gap and improve student learning have sought solutions involving new uses of technology, especially for students…

Background: The process of problem solving is difficult for students; thus, mathematics educators have made multiple attempts to seek ways of making this process more accessible to learners. The purpose of this study was to examine the effect size statistic of utilizing exploratory computerized environments (ECEs) to support the process of word…

Considers how elementary school classroom teachers can employ exploration methods (gathering, evaluation, and synthesis of data related to a specific topic) to help students develop readiness for intellectually complex problem solving. (Author/DB)

Reviews the literature concerning problem solving in science education. Authors contend that the adoption of a forward-looking viewpoint of science has increased the attention given to the topics of discovery and problem-solving behavior. Authors conclude that research by philosophers of science on models and problem solving include insights to…

Reviews psychological research on learning by doing, noting the role that learning-by-doing can play in education and training. Discusses how one University of Pittsburgh professor/researcher and his colleagues and students implemented this approach and describes lessons learned from the experience, explaining how improved forms of…

Two studies were conducted to obtain information about the metacognitive environment of the preschool child and the impact of parent-child communication on problem solving. Children working with parents showed improvement on several problem-solving measures, but children working alone also improved, solely as a result of practice. (Author/PP)

Discusses "connectionism," an alternative learning model wherein meaning resides in the function of the whole state of a network, rather than being localizable in certain symbols or areas. Topics discussed include integration with other learning models; the culture of the mathematics classroom; and characteristics of alternative…

Three general areas in which technology (microcomputers and video technology) can facilitate learning are discussed: (1) helping students develop fluency (rapid recognition of familiar patterns); (2) providing rich problem-solving contexts that invite thinking; and (3) enabling students to create products that catch the attention of their teachers…

This study examined the effects of guided programmed instruction with Logo programming on the development of cognitive processes and thinking skills among college students. Logo programming has been advocated as a powerful tool to help students develop higher order thinking, an awareness of their thinking processes, and problem solving skills;…

Reviews research on (1) schemata acquisition while learning mathematics and techniques for detecting schema in mathematics learners; and (2) assessment of the distribution of cognitive resources while learning mathematics that lead to the design of instructional techniques to facilitate schema acquisition. (26 references) (MDH)

The purpose of this report is to see what the literature has to say about motivation and group interactions, both with and without the assistance of computers. The ultimate purpose is to examine in detail how the emerging ideas can be used to enhance the teaching and learning of arithmetic using computers. This report is divided into the following…

Provides a rationale for a learning environment in science classrooms that integrates science, mathematics, and technology while solving authentic problems. Describes activities that can be used in such an environment and presents data regarding students' attitudes toward the described activities. (MDH)

This paper examines a range of studies done on the "Geometric Supposer" software and its use since the mid-1980s. It describes how the "Geometric Supposer" is a response to the call for reform by the mathematics community to create classroom environments that allow students to construct their own knowledge. This approach to…