María Antònia Canals


María Antònia Canals is a Spanish mathematician. Her work in recreational mathematics served as the basis for the eponymous Canals Project. Among other honors, she has been awarded the Creu de Sant Jordi and the.

Biography

María Antònia Canals completed her teaching studies in 1950, and three years later earned a licentiate in exact sciences at the University of Barcelona. She began working at the Lycée Français and at the Talitha School. From 1956 to 1962, she implemented a method of pedagogical renewal in early childhood education, following the Montessori model. As part of that task, she devoted herself to the creation of all necessary materials in the field of mathematical games.
In October 1962 she founded the Ton i Guida school, working in an area of Barcelona with a need for greater attention, with students who were immigrants and had very poor living conditions. Its techniques differed from those of most schools in Francoist Spain, more closely resembling ones from the Second Republic, and classes were taught in Catalan rather than Spanish. The endeavor got off to a difficult start, especially in regard to financing, but between 1972 and 1975 it had more than 400 students and was considered a model school. Canals was also the creator and member of various associations of teachers and professors, including the "Perímetre" teacher's group. She taught mathematics education at the Autonomous University of Barcelona and the Escola de Mestres de Vic.
She retired on 30 September 2001, but has continued to work in education. She was named a professor emeritus at the University of Girona, and remains active in its Gabinet de Materials i de Recerca per a la Matemàtica a l'Escola research center.

Canals Project

An undertaking of the Descartes Network, the Canals Project attempts to digitize the large amount of educational materials created by María Antònia Canals. Emphasis is placed on the use of information and communications technology and how to integrate it with didactic tools.

Publications