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Este livro pretende ser mais um contributo para uma reflexão sobre autonomia docente, a sua nostalgia e a relação com o saber, bem como outros fatores que podem contribuir para o seu bem-estar ou mal-estar. Assim, a nossa posição epistemológica é de que o mal-estar ou bem-estar do(a) professor(a) depende do modo como ele(a) gere os dilemas éticos. Por isso, há necessidade de conscientizar o docente que irá conviver frequentemente com as escolhas entre dois caminhos certos e que tais escolhas necessitam de ponderação para salvaguardar os interesses individuais e coletivos. O exemplo mais recente do enfrentamento de dilemas éticos pode ser compreendido com o comunicado da ministra da Educação e Desenvolvimento Humano de Moçambique ao anunciar que “os alunos que frequentavam classes sem exame em 2020 deverão progredir automaticamente para o nível seguinte no próximo ano letivo”. Este exemplo mostra que o professor deve estar alerta sobre os dilemas éticos que o acompanhará ao longo da sua carreira.
Discute-se o incômodo que o professor sente diante da real ou suposta falta de interesse da família do estudante para com as ações desenvolvidas na escola, qual a relação que o professor estabelece com o saber, o desconforto que sente ao atribuir nota extra a um estudante, a questão da autonomia docente e outros aparentemente menos embaraçosos. Um tema que consideramos fundamental tem o título de “as questões éticas do fazer docente: fontes de mal- estar?". Este livro pretende ser mais um contributo para uma reflexão sobre autonomia docente, sua limitação bem como as possíveis soluções que podem contribuir para o seu bem-estar.
Since its establishment in 1976, PME (The International Group for the Psychology of Mathematics Education) is serving as a much sought after venue for scientific debate among those at the cutting edge of the field, as well as an engine for the development of research in mathematics education. A wide range of research activities conducted over the last ten years by PME members and their colleagues are documented and critically reviewed in this handbook, released to celebrate the Group’s 40 year anniversary milestone. The book is divided into four main sections: Cognitive aspects of learning and teaching content areas; Cognitive aspects of learning and teaching transverse areas; Social aspec...
A Step-by-Step Guide to Qualitative Data Coding is a comprehensive qualitative data analysis guide. It is designed to help readers to systematically analyze qualitative data in a transparent and consistent manner, thus promoting the credibility of their findings. The book examines the art of coding data, categorizing codes, and synthesizing categories and themes. Using real data for demonstrations, it provides step-by-step instructions and illustrations for analyzing qualitative data. Some of the demonstrations include conducting manual coding using Microsoft Word and how to use qualitative data analysis software such as Dedoose, NVivo and QDA Miner Lite to analyze data. It also contains cre...
Compilation of the research produced by the International Group for the Psychology of Mathematics Education (PME) since its creation in 1976. The first three sections summarize cognitively-oriented research on learning and teaching specific content areas, transversal areas, and based on technology-rich environments. The fourth section is devoted to the research on social, affective, cultural and cognitive aspects of mathematics education. The fifth section includes two chapters summarizing the PME research on teacher training and professional life of mathematics teachers.
Attilio Mastrocinque explains the mysteries of Mithras in a new way, as a transformation of Mazdean elements into an ideological and religious reading of Augustus' story. The author shows that the character of Mithras played the role of Apollo in favoring Augustus' victory and the birth of the Roman Empire.
This book provides new perspectives on Assessment for Learning (AfL), on the challenges encountered in its implementation, and on the diverse ways of meeting these challenges. It brings together contributions from authors working in a wide range of educational contexts: Australia, Canada, England, Germany, New Zealand, Norway, Israel, Philippines, Scotland, Spain, Sweden, Switzerland, the United States. It reflects the issues, innovations, and critical reflections that are emerging in an expanding international network of researchers, professional development providers, and policy makers, all of whom work closely with classroom teachers and school leaders to improve the assessment of student...
In recent years geometry seems to have lost large parts of its former central position in mathematics teaching in most countries. However, new trends have begun to counteract this tendency. There is an increasing awareness that geometry plays a key role in mathematics and learning mathematics. Although geometry has been eclipsed in the mathematics curriculum, research in geometry has blossomed as new ideas have arisen from inside mathematics and other disciplines, including computer science. Due to reassessment of the role of geometry, mathematics educators and mathematicians face new challenges. In the present ICMI study, the whole spectrum of teaching and learning of geometry is analysed. Experts from all over the world took part in this study, which was conducted on the basis of recent international research, case studies, and reports on actual school practice. This book will be of particular interest to mathematics educators and mathematicians who are involved in the teaching of geometry at all educational levels, as well as to researchers in mathematics education.
A history of philosophy from 1100-1600 concentrating on the Aristotelian tradition in the Latin Christian West. "will long remain the major guide to later medieval philosophy and related topics. Most of the essays are exciting and challenging, some of them truly brilliant." --Speculum
This work presents six case-studies of objects from different periods and regions of antiquity that are labelled by variations of the name Mithra, including the Roman Mithras, Persian Mihr, and Bactrian Miiro. Each chapter places each object in its original context, before questioning its role in religious ritual, tradition, and belief