Initiation aux mathématiques par le bon usage des doigts


Book Description

« Le bon usage des doigts facilite l'accès réussi aux notions fondamentales de l'arithmétique, à la mobilité de la réflexion calculatoire, au sens, à la rigueur et à la créativité de la démarche mathématique. Il tire profit des liens étroits entre les doigts et les nombres. Ces liens, confirmés par des scientifiques de diverses disciplines, ont été vécus depuis des millénaires et le sont encore aujourd'hui même si les enfants en difficulté en font souvent un usage demandant maintes améliorations. »--




INITIATION AUX MATHEMATIQUES PAR LE BON USAGE DES DOIGTS


Book Description

Le bon usage des doigts facilite l'accès réussi aux notions fondamentales de l'arithmétique, à la mobilité de la réflexion calculatoire, au sens, à la rigueur et à la créativité de la démarche mathématique. Il tire profit des liens étroits entre les doigts et les nombres. Ces liens, confirmés par des scientifiques de diverses disciplines, ont été vécus depuis des millénaires et le sont encore aujourd'hui même si les enfants en difficulté en font souvent un usage demandant maintes améliorations.




Français Interactif


Book Description

This textbook includes all 13 chapters of Français interactif. It accompanies www.laits.utexas.edu/fi, the web-based French program developed and in use at the University of Texas since 2004, and its companion site, Tex's French Grammar (2000) www.laits.utexas.edu/tex/ Français interactif is an open acess site, a free and open multimedia resources, which requires neither password nor fees. Français interactif has been funded and created by Liberal Arts Instructional Technology Services at the University of Texas, and is currently supported by COERLL, the Center for Open Educational Resources and Language Learning UT-Austin, and the U.S. Department of Education Fund for the Improvement of Post-Secondary Education (FIPSE Grant P116B070251) as an example of the open access initiative.




Harmonies of Political Economy


Book Description

Keine Angaben




The Academy of the Sword


Book Description

The most detailed and comprehensive treatise on swordsmanship ever written, Gerard Thibault's Academy of the Sword offers an extraordinary glimpse into a forgotten landscape of ideas, in which Pythagorean sacred geometry illuminated the lethal realities of rapier combat to create one of the Western world's only thoroughly documented esoteric martial arts. Translated by the widely respected occultist and scholar John Michael Greer, this stunningly illustrated and precisely detailed manual of Renaissance swordsmanship is a triumphant document of Renaissance culture-as well as a practical manual of a martial art that can still be studied and practiced today.




How Students (mis-) Understand Science and Mathematics


Book Description

In this long-awaited book, Timothy J. Lensmire examines the problems and promise of progressive literacy education. He does this by developing a series of striking metaphors in which, for example, he imagines the writing workshop as a carnival or popular festival and the teacher as a novelist who writes her student-characters into more and less desirable classroom stories. Grounded in Lensmire's own and others' work in schools, Powerful Writing, Responsible Teaching makes powerful use of Bakhtin's theories of language and writing and Dewey's vision of schooling and democracy. Lensmire's book is, at once, a defense, a criticism, and a reconstruction of progressive and critical literacy approaches.







The Shaping of Deduction in Greek Mathematics


Book Description

The aim of this book is to explain the shape of Greek mathematical thinking. It can be read on three levels: as a description of the practices of Greek mathematics; as a theory of the emergence of the deductive method; and as a case-study for a general view on the history of science. The starting point for the enquiry is geometry and the lettered diagram. Reviel Netz exploits the mathematicians' practices in the construction and lettering of their diagrams, and the continuing interaction between text and diagram in their proofs, to illuminate the underlying cognitive processes. A close examination of the mathematical use of language follows, especially mathematicians' use of repeated formulae. Two crucial chapters set out to show how mathematical proofs are structured and explain why Greek mathematical practice manages to be so satisfactory. A final chapter looks into the broader historical setting of Greek mathematical practice.




Devolution and Autonomy in Education


Book Description

Allowing learners to take some responsibility may seem obvious yet what is actually afforded to them, and how this process works, remains difficult to grasp. It is therefore essential to study the real objects of devolution and the roles played by the subjects involved. Devolution and Autonomy in Education questions the concept of devolution, introduced into the field of education in the 1980s from disciplinary didactics, and described in Guy Brousseau’s Theory of Didactical Situations in Mathematics as: the act by which the teacher makes the student take responsibility for a learning situation (adidactic) or problem and accepts the consequences of this transfer. The book revisits this concept through a variety of subject areas (mathematics, French, physical education, life sciences, digital learning, play) and educational domains (teaching, training, facilitation). Using these intersecting perspectives, this book also examines the purpose and timeline of the core process for thinking about autonomy and empowerment in education.