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Processos formativos em educação matemática
Os estudos e as pesquisas desenvolvidas no âmbito do Grupo de Estudos e Pesquisas em Processos Formativos em Educação Matemática (GEPPROFEM/PPGECT/UFSC) puderam ser materializados nesse livro. Os pressupostos teóricos envolvem as insubordinações criativas em Educação Matemática, bem como a pesquisa narrativa e a pesquisa colaborativa. Estes pressupostos fazem referência às bases teóricas da pesquisa com professores, das narrativas, dos registros e das produções dos estudantes em processos de aprendizagem matemática.
Processos formativos em educação matemática
Os estudos e as pesquisas desenvolvidas no âmbito do Grupo de Estudos e Pesquisas em Processos Formativos em Educação Matemática (GEPPROFEM/PPGECT/UFSC) puderam ser materializados nesse livro. Os pressupostos teóricos envolvem as insubordinações criativas em Educação Matemática, bem como a pesquisa narrativa e a pesquisa colaborativa. Estes pressupostos fazem referência às bases teóricas da pesquisa com professores, das narrativas, dos registros e das produções dos estudantes em processos de aprendizagem matemática.
Anais do III Congresso Internacional Conhecimentos Pertinentes para a Educação na América Latina (EDUPALA)
Em sua 1ª edição no ano de 2016, o Congresso Internacional Conhecimentos Pertinentes para a Educação na América Latina - EDUPALA teve como norte a perspectiva teórica descolonial e a possibilidade de compreensão do mundo a partir do local em que se vive, valorizando a história cultural e regional. As reflexões sobre esses pressupostos potencializaram o protagonismo na pesquisa, ensino e extensão, tripé que fundamenta as ações da Universidade do Planalto Catarinense - UNIPLAC. Na 2ª edição de 2018, ano em que se comemorou os 13 anos de existência do Curso de Mestrado em Educação, nossos olhares se voltaram ao "formador latinoamericano". Campo ainda pouco explorado pela Edu...
Didactical Phenomenology of Mathematical Structures
The launch ofa new book series is always a challenging eventn ot only for the Editorial Board and the Publisher, but also, and more particularly, for the first author. Both the Editorial Board and the Publisher are delightedt hat the first author in this series isw ell able to meet the challenge. Professor Freudenthal needs no introduction toanyone in the Mathematics Education field and it is particularly fitting that his book should be the first in this new series because it was in 1968 that he, and Reidel, produced the first issue oft he journal Edu cational Studies in Mathematics. Breakingfresh ground is therefore nothing new to Professor Freudenthal and this book illustrates well his ple...
Respiratory Endoscopy
This book provides a detailed overview of the latest innovations in respiratory endoscopy, from both diagnostic and therapeutic perspectives; each chapter focuses on one disease and the techniques for early diagnosis as well as treatment. It comprehensively covers treatment and procedures, including simultaneous X-ray fluoroscopy and its use during bronchoscopic procedures. This fast-developing technology is essential for the medical management of non-malignant and malignant diseases of the chest, especially lung cancer. Respiratory Endoscopy describes the cooperation between all the members of the healthcare team, and as such is a valuable resource not only for medical staff, but also for radiological technicians and nursing staff who contribute significantly in the care of the patients undergoing these invasive procedures. By promoting teamwork and providing practical know-how, it will improve the success and safety of respiratory endoscopy procedures.
Building the Foundation: Whole Numbers in the Primary Grades
This twenty-third ICMI Study addresses for the first time mathematics teaching and learning in the primary school (and pre-school) setting, while also taking international perspectives, socio-cultural diversity and institutional constraints into account. One of the main challenges of designing the first ICMI primary school study of this kind is the complex nature of mathematics at the early level. Accordingly, a focus area that is central to the discussion was chosen, together with a number of related questions. The broad area of Whole Number Arithmetic (WNA), including operations and relations and arithmetic word problems, forms the core content of all primary mathematics curricula. The stu...
Educational Perspectives on Mathematics as Semiosis
Mathematics education research routinely receives the attention of educators, mathematicians, linguists, psychologists, anthropologists, and others. In this volume, the induction of students into mathematical meaning-making is studied through the prism of these several disciplines. What unites all such approaches to pedagogy and to the assessment of pegagogy- and to the subject matter of mathematics itself - is semiotics. Myrdene Anderson teaches at Purdue University, Adalira Saenz-Ludlow teaches at the U of North Carolina, Shea Zetlweger is former chair at Mount Union College, Ohio, Victor V. Cifarelli teaches at the U. ol North Carolina.
Children Learn Mathematics
Improving the quality of education is an important endeavor of educational policy and TAL aims to contribute to this. TAL is a project initiated by the Dutch Ministry of Education, Culture and Sciences, and carried out by the Freudenthal Institute (FI) of Utrecht University and the Dutch National Institute for Curriculum Development (SLO), in collaboration with the Rotterdam Center for Educational Services (CED). The quality of education can be improved in many ways. TAL proposes to do this by providing insights into the broad outline of the learning-teaching process and its internal coherence. It aims to be a support for teachers alongside mathematics textbook series. Furthermore, TAL can provide extra support for teachers if it is incorporated into a circle of implementation.
Mathematics as an Educational Task
Like preludes, prefaces are usually composed last. Putting them in the front of the book is a feeble reflection of what, in the style of mathe matics treatises and textbooks, I usually call thf didactical inversion: to be fit to print, the way to the result should be the inverse of the order in which it was found; in particular the key definitions, which were the finishing touch to the structure, are put at the front. For many years I have contrasted the didactical inversion with the thought-experiment. It is true that you should not communicate your mathematics to other people in the way it occurred to you, but rather as it could have occurred to you if you had known then what you know now,...
Transdisciplinarity in Mathematics Education
The book explores various facets of transdisciplinarity in mathematics education and its importance for research and practice. The book comprehensively outlines the ways that mathematics interacts with different disciplines, world views, and contexts; these topics include: mathematics and the humanities, the complex nature of mathematics education, mathematics education and social contexts, and more. It is an invaluable resource for mathematics education students, researchers, and practitioners seeking to incorporate transdisciplinarity into their own practice.
