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Muitas pesquisas têm sido produzidas no campo da Educação Matemática sobre o ensino de Geometria. No entanto, o professor, quando deseja implementar atividades diferenciadas com seus alunos, depara-se com a escassez de materiais publicados. As autoras, diante dessa constatação, constroem, desenvolvem e analisam uma proposta alternativa para explorar os conceitos geométricos, aliando o uso de imagens fotográficas às produções escritas dos alunos. As autoras almejam que o compartilhamento da experiência vivida possa contribuir tanto para o campo da pesquisa quanto para as práticas pedagógicas dos professores que ensinam Matemática nos anos iniciais do ensino fundamental.
This book compiles and synthesizes existing research on teachers’ use of mathematics curriculum materials and the impact of curriculum materials on teaching and teachers, with a particular emphasis on – but not restricted to – those materials developed in the 1990s in response to the NCTM’s Principles and Standards for School Mathematics. Despite the substantial amount of curriculum development activity over the last 15 years and growing scholarly interest in their use, the book represents the first compilation of research on teachers and mathematics curriculum materials and the first volume with this focus in any content area in several decades.
Urban Claims and the Right to the City explores how contested processes of urban development, and the rights of city dwellers, are understood and interpreted from the perspective of women and men working, in different ways, at the grassroots in Salvador da Bahia, Brazil, and London, UK. In doing so, it represents the grounded voices of authors whose work and lives mean that they engage, on a daily basis, with issues related to housing and spatial rights, and identity struggles around race, gender, disability, sexuality, citizenship and class. This work was published by Saint Philip Street Press pursuant to a Creative Commons license permitting commercial use. All rights not granted by the work's license are retained by the author or authors.
Joseph Beuys’s work continues to influence and inspire practitioners and thinkers all over the world, in areas from organizational learning, direct democracy and new money forms to new art pedagogies and ecological art practices. Here, in dialogue with Volker Harlan - a close colleague, whose own work also revolves around understandings of substance and sacrament that are central to Beuys - the deeper motivations and insights underlying ‘social sculpture’, Beuys’s expanded conception of art, are illuminated. His profound reflections, complemented with insightful essays by Volker Harlan, give a sense of the interconnectedness between all life forms, and the foundations of a path towards an ecologically sustainable future. This volume features over 40 b/w illustrations.
This book is a blend of recent developments in theoretical and computational aspects of group theory. It presents the state-of-the-art research topics in different aspects of group theory, namely, character theory, representation theory, integral group rings, the Monster simple group, computational algorithms and methods on finite groups, finite loops, periodic groups, Camina groups and generalizations, automorphisms and non-abelian tensor product of groups. Presenting a collection of invited articles by some of the leading and highly active researchers in the theory of finite groups and their representations and the Monster group, with a focus on computational aspects, this book is of particular interest to researchers in the area of group theory and related fields of mathematics.
This volume contains the talks given at the INDAM workshop entitled "Polynomial identites in algebras", held in Rome in September 2019. The purpose of the book is to present the current state of the art in the theory of PI-algebras. The review of the classical results in the last few years has pointed out new perspectives for the development of the theory. In particular, the contributions emphasize on the computational and combinatorial aspects of the theory, its connection with invariant theory, representation theory, growth problems. It is addressed to researchers in the field.