This book takes a holistic approach to pedagogy and argues that the purpose of education is to educate the student's whole personality including cognitive, social, and moral domains. The four sections and twelve chapters address the current pedagogical challenges in basic and higher education in international contexts. The authors describe the…

"Research for Educational Change" presents ways in which educational research can fulfil its commitments to educational practice. Focussing its discussion within the context of mathematics education, it argues that while research-generated insights can have beneficial effects on learning and teaching, the question of how these effects…

This book uncovers the important issues in language learning and teaching in the intelligent, digital era. "Social connectivity" is a contemporary style of learning and living. By engaging in the connectivity of physical and digital worlds, how essential parts of language learning and teaching can be achieved? How can the advanced…

E-assessments of students profoundly influence their motivation and play a key role in the educational process. Adapting assessment techniques to current technological advancements allows for effective pedagogical practices, learning processes, and student engagement. The "Handbook of Research on E-Assessment in Higher Education"…

Every generation of students comes to the classroom with different needs than that of their predecessors. Implementing new methods and styles of teaching to meet these diverse needs will provide students with the best chance of success in their educational careers. The "Handbook of Research on Pedagogical Models for Next-Generation Teaching…

This article presents a case study in which researcher-practitioner collaboration took place to promote effective use of technology in an urban elementary school mathematics classroom. Data were primarily gathered through classroom observations and interviews. The aim of this study was twofold. First, to increase our understanding of the effects…

Cognitive factors related to problem solving have been explored, but affective factors also play an important role in the teaching of mathematical problem solving. This paper outlines the theories of George Mandler and Bernard Weiner, providing a useful background for research related to affect and problem solving. Data related to the two theories…

This study investigated the relationships among mathematics attitudes and computer attitudes. Approximately 105 college students were administered a questionnaire which assessed three dimensions of computer attitudes (anxiety toward computers, confidence in working with computers, and liking to work with computers) and three dimensions of math…

Differences in cognitive structure are approached through consideration of cartesian and non-cartesian knowing. Figuration and configuration are described as two layers of cartesian knowing leading to the third layer, the cognitive structure. Knowing in general is then discussed, with comments on learning in another culture, Botswana. (MNS)

How the author moved from concern about research to development of prescriptive models of heuristic problem solving and the exploration of metacognition and belief systems is discussed. Student beliefs about problem solving, and their corollaries, are included. (MNS)

From the Assessment of Performance Unit (APU) in Britain, illustrative comments of 11- and 15-year-olds concerning mathematics are presented. Sex differences in attitudes and in test performance are also given. (MNS)

Investigated were those long-term processes which contribute to high rates of attrition for women out of mathematics. It is based on the contention that university students drop out of mathematics as a consequence of prior socialization, educational career contingencies, and goal commitment and career aspirations, with the mix of these factors…

This study explored how task strategies and attributions for success during cognitive skill acquisition influenced self-efficacy and skillful performance. Fifty children aged 9 to 10 who lacked division skills received instruction and practice opportunities. Task strategies were assessed by recording children's verbalizations while they solved…

Assessed were second grade students to determine whether their beliefs about causes of success in mathematics were related to their personal goals in mathematics. One class that experienced mathematics instruction consistent with a constructivist view rated higher than traditional classes on Task Orientation, attempting to gain understanding.…

Some ideas are presented about the ways in which the three domains of metacognition, affective factors, and beliefs influence the cognitive activities of seventh graders as they solve mathematics problems. The research project, initiated in 1981, is first described. Theoretical considerations are then discussed, with sections on affects, beliefs,…