
- Paulo Freire
ISGEm Newsletter
6,(2)
decodification:
to decode into an intelligible
form
A new civilization is emerging in our lives, and blind men everywhere are trying to suppress it. This new civilization brings with it new family styles; changing ways of working, loving, and living; a new economy; new political conflicts; and beyond all this an altered consciousness as well. Pieces of this new civilization exist today. Millions are already attuning their lives to the rhythms of tomorrow. Others, terrified of the future, are engaged in a desperate, futile flight into the past and are trying to restore the dying world that gave them birth … The dawn of this civilization is the single most explosive fact of our lifetimes.
- Anon.
What is Ethnomathematics?
Ethnomathematics forms the intersection between mathematics and cultural anthropology. The term was coined by Professor Ubiratan D’Ambrosio of the Universidade Estadual de Campinas in Brazil. Ethnomathematics has its roots in the ideas and philosophy of the respected Brazilian philosopher Paulo Freire.
Many ethnomathematicans seek to document the kind of math being used by indigenous people throughout the world. As well, Ethnomathematics possesses strong links to multicultural mathematics.
Many ethnomathematicans are involved in active research, that is documenting and empowering people through the mathematics that they have traditionally used for centuries.
Ethnomathematics includes:
- Historical developments in mathematics and technology
- Prominent people in various cultural contexts who have made contributions to the field of mathematics
- Cultural applications of "nontraditional" mathematics
- Various forms of mathematics
that may draw upon the interests, abilities, and talents of all students.
... less manual but more mental, less mechanical but more electronic , less routine but more verbal, less static but more varied ... More than ever before, Americans need to think for a living, and more than ever before, they need to think mathematically.
-National Research Council,
1989, 1-2
Borba, M. (1990). "Ethnomathematics and
education." For The Learning of Mathematics (10)1: 39-43.
The former, let us say spontaneous,
abilities have been downgraded, repressed, and forgotten while the learned
ones have not (yet) been assimilated either as a consequence of a learning
blockage, or of an early drop-out, or even as a consequence of failure
or many other reasons. Mathematics in schools shall be such that it facilitates
knowledge, understanding, incorporation and compatibilization if known
and current popular practices into the curriculum. In other words, recognition
and incorporation of ethnomathematics into the curriculum. It is necessary
to identify within ethnomathematics a structured body of knowledge.
D’Ambrosio, U. (1985). Ethnomathematics and its place in the history and pedagogy of mathematics. For the Learning of Mathematics. 5(1): 44-48.