El libro Evaluación educativa: diálogos con formación inicial de profesores – Brasil, Colombia, Chile, España, Inglaterra, México, Nueva Zelanda y Uruguay da una nueva mirada a un tema complejo que rara vez se aborda en la producción académica mundial, a saber, la forma en que la evaluación educativa se ha enseñado, apropiado y practicado en los cursos de formación docente de diferentes universidades y países. El libro propone explorar el tema a partir de diversas referencias teórico-metodológicas y objetos de análisis, tales como: producción académica en revistas; la enseñanza de evaluación en los planes de asignaturas; y experiencias evaluativas vividas en la formación inicial y proyección para el desempeño profesional. Por su carácter integral combinado con un esmerado trabajo de organización y análisis, esta lectura se convierte en una excelente fuente de investigación para todos aquellos interesados en el área de Educación, especialmente aquellos que pasan por la evaluación educativa, la formación docente y el currículo. Además, la lectura de este libro puede orientar y calificar las prácticas educativas en el ámbito de la formación inicial y continua del profesorado, especialmente ayudando a comprender la evaluación educativa y cómo se puede enseñar en los cursos de formación del profesorado.

This Open Access book is an excellent synthesis of the initial and continuing preparation for Mathematics Teaching in Bolivia, Ecuador, Paraguay and Peru, from which comparative analyses can be made that show similarities and differences, and highlight various perspectives. In February 2016, the 5th Capacity and Networking Project (CANP) workshop of the International Commission on Mathematical Instruction (ICMI) was held in Lima, Peru. The coordination of this two-week workshop was undertaken by an international scientific committee (IPC), with equal participation by mathematicians and mathematics educators from the region and from the international ICMI and IMU community. The goal of CANP5 was to improve the quality of mathematics education in the region, which led to the main theme of the scientific program “Initial and Continued Teacher Education”. Country Reports on the main theme of teacher education systems for each country in this region were presented and discussed to detect common issues that might be improved through a collaborative network. One of the most important results of this event was the creation of a Mathematics Education Network, namely the Comunidad de Educación Matemática de America del Sur – CEMAS. This book brings to the international Educational Community an important collection of experiences and ideas in the Mathematics Education of four Latin-American countries in the developing Andean region and Paraguay. The dissemination of these results can promote the search for international collaborative actions in a wider scale.

The Handbook of Mathematics Teacher Education, the first of its kind, addresses the learning of mathematics teachers at all levels of schooling to teach mathematics, and the provision of activity and programmes in which this learning can take place. It consists of four volumes. Volume 4 of this handbook has the title The Mathematics Teacher Educator as a Developing Professional.

This book contributes to the field of mathematical problem solving by exploring current themes, trends and research perspectives. It does so by addressing five broad and related dimensions: problem solving heuristics, problem solving and technology, inquiry and problem posing in mathematics education, assessment of and through problem solving, and the problem solving environment. Mathematical problem solving has long been recognized as an important aspect of mathematics, teaching mathematics, and learning mathematics. It has influenced mathematics curricula around the world, with calls for the teaching of problem solving as well as the teaching of mathematics through problem solving. And as such, it has been of interest to mathematics education researchers for as long as the field has existed. Research in this area has generally aimed at understanding and relating the processes involved in solving problems to students’ development of mathematical knowledge and problem solving skills. The accumulated knowledge and field developments have included conceptual frameworks for characterizing learners’ success in problem solving activities, cognitive, metacognitive, social and affective analysis, curriculum proposals, and ways to promote problem solving approaches.