Bibliography

Ascher, M. (2002). Mathematics Elsewhere: An exploration of Ideas Across Cultures. Princeton University Press.

_________.  (1998). Ethnomathematics: A multicultural view of mathematic ideas. Chapman & Hall: New York.

D’Ambrosio, U. (2001). Etnomatemática: Entre as tradições e a modernidade. Autentica: Belo Horizonte, Brasil.

_____________.  (2001, February).  “What is ethnomathematics, and how can it help children in schools?”  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.

_____________.  (1998). Ethnomathematics: the art or technique of explaining and knowing.  International Study Group on Ethnomathematics: Las Cruces, NM.

Fuys, D. & Tischler, R. (1979). Teaching Mathematics in the Elementary School (2nd Edition). Boston: Little, Brown & Co.

Langbort, C. (1988, November). “Jar Lids - An unusual math manipulative”. The Arithmetic Teacher. (Vol36) no 3 pp.22-25.

Ma, L. (1999).  Knowing and teaching elementary mathematics. Mahwah, NJ: Erlbaum.

Moses, R. P. (2001).  Radical Equations: Math literacy and civil rights. Boston: Beacon Press.

Orey, D.  (2000). Chapter.  "Geometry of the Tipi and Cone: Using Mathematical Modeling as Applied Ethnomathematics” in Mathematics Across Culture: The History of Non - Western Mathematics.  (Selin, H. Ed.).  Dordrecht, Netherlands: Kulwer Academic Publishers.

_____________.  (2000, December).  "An Ethnomathematics Postcard: July - August 2000.”  International Study Group on Ethnomathematics Newsletter.  New York: ISGEm, 15 (2).

_____________.  (1998). “Mathematics for the 21st Century.” In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.

(2002). Fasciculo Didático (text book) with Milton Rosa.  Modelação Algébrica. Modelação Algébrica. São Paulo: Escolas Associadas Pueri Domus.

(2001). Book with Milton Rosa. Ethnomathematics as Pedagogical Action: Introducing Mathematical Modeling to Adolescent and Adult Learners.  (Unpublished manuscript available from Authors).

Parker, R. E. (1993). Mathematical power: Lessons from a Classroom. Portsmouth, NH: Heinemann

Powell, A. B. and Frankenstein, M. Eds.  (1997). Ethnomathematics: challenging eurocentrism in mathematics education. Albany, NY: State University of New York.

Rosa, M. (1998).  Matemática: Seqüências e Progressões (Mathematics Sequences and Progressions). São Paulo: Editora Érica.

Shoenfeld, A. H.  (2002). “Making mathematics work for all children: Issues of standards, testing, and equity”.  Educational Researcher, Vol. 31. No. 1, pp.13-25.

Van de Walle, J. (1997). Elementary and Middle School Mathematics (3rd Edition). New York: Longman.

Zaslavsky, C.  (2001, February). “Developing number sense: What can other cultures tell us?”  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

------

Bibliography

Ascher, M. (1998).  Ethnomathematics: A multicultural view of mathematic ideas. Chapman & Hall: New York.

Barkley, C. & Cruz, S. (2001, August).  “Geometry though beadwork designs”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Barta, J. (2001, August).  “Mathematics and culture”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Barrick, S. (2000).  Unpublished paper – Three major philosophies in education.  Sacramento: CSU-Sacramento Dept. of Learning Skills.

Barrick, S. (1980). Achievement in and Attitude toward High school mathematics with respect to  Sex and socioeconomic status. Unpublished doctoral dissertation: University of the Pacific, Stockton, CA.

Benatti, L. (1997, August 4). “Disciplina liga matemática ao cotidiano (A Discipline that connects mathematics to citizenship).” São Paulo: Folha de São Paulo.

Bishop, A. (2001, August).  “What values do you teach when you teach mathematics?”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Bruner, J. (1974).  O Processo da educação (The process of education).  Trad.  Lobo L. de Oliveira.  São Paulo: Nacional.

Bruner, J. (1976).  Uma nova teoria de aprendizagem (A new theory of learning). Rio de Janeiro: Editora Bloch.

Bucchi, P. (1994). Matemática (Segundo Grau) Volume Único (Mathematics – high school - First Volume). São Paulo: Editora Moderna.

Borba, M. (1990).  “Ethnomathematics and education.”.  For The Learning of Mathematics 10(1).

Caraway, C. (1984). Plains Indian Designs. Owings Mills, MD: Stemmer House Publications.

Carraher, T. N., Carraher, D.N., & Schliemann, A D. (1989) Na vida dez, na escola zero (Life ten, the school zero). São Paulo: Cortez.

Caraça, B.  (1975). Conceitos Fundamentais da Matemática (Fundamental concepts of mathematics). Lisboa: Brás Monteiro.

Castelnuovo, E. (1973).  Didática de la matemática moderna (The didactics of modern mathematics).  Trad. Felipe Robledo Vázques. México.

Catlin, G. (1841). Letters and notes on the manners, customs, and conditions of the North American Indians, Written during eight years travels 1832-39. New York: Wiley and Putnam.

Checkley, K. (2001, October).  “Algebra and activism: Removing the shackles of low expectations – a conversation with Robert P. Moses.  Educational Leadership.  Reston, VA: ASCD.

D’Agostine, C. H. (1984). Métodos Modernos para o ensino da matemática. Trad. Maria Lúcia F. E. Peres.  Rio de Janeiro: Ao livro Técnico.

D’Ambrosio, B. S. (1989). Como ensinar matemática hoje? TEMAS E DEBATES. SBEM. Ano II. N2. Brasilia. P. 15-19.

D’Ambrosio, U. (2001). Etnomatemática: Entre as tradições e a modernidade. Autentica: Belo Horizonte, Brasil.

_____________. (2001, February).  “In My Opinion: What is ethnomathematics, and how can it help children in schools?”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

_____________. (1999). Educação para uma sociedade em transição. Campinas, Brazil: Papirus Editora.

_____________. (1998). Etnomatemática. 4a Edição. São Paulo: Editora Ática.

_____________. (1997). Transdisciplinaridade. Editora Palas Athena. São Paulo,

_____________. (1996). Educação matemática: da teoria à prática. São Paulo: Editora Papirus.

_____________.  (1998). Ethnomathematics: the art or technique of explaining and knowing.  International Study Group on Ethnomathematics: Las Cruces, NM.

_____________. (1993). A era da consciência., Editora Fundação Peirópolis Ltda.: São Paulo, Brazil.

_____________. (1993). Etnomatemática: Um Programa. A educação matemática: Revista da Sociedade Brasileira de Educação Matemática – SBEM. Blumenau, SC, Brazil. Ano 1 (PP 5- 11).

_____________. (1988). “Etnomatemática se ensina?”, BOLEMA: Boletim de Educação Matemática. Ano 3. N. 4. Rio Claro S.P. P. 13 – 16.

_____________. (1988). Da realidade à ação: reflexões sobre a educação (e) matemática. São Paulo. Summus Editorial.

_____________.  (1985a). “Ethnomathematics and its place in the history and pedagogy of mathematics.” For the Learning of Mathematics. 5(1): 44-48.

_____________. (1985b). Socio-cultural bases for mathematics education. Campinas: UNICAMP.

_____________. (1984). Intercultural Transmission of Mathematical Knowledge: Effects on Mathematical Education. Campinas: UNICAMP.

Dienes, Z.P. (1974). Aprendizado Moderno da Matemática. Rio de Janeiro: Zahar Editores.

Eisler, R.  (1988). The Chalice and the Blade. San Francisco: Harper.

Freire, P. (1997). Pedagogia da Autonomia: Saberes Necessários à Prática Educativa (Pedagogy that Gives Autonomy: Necessary understandings towards a practical education). São Paulo: Editora Paz e Terra.

_______. (1970). Pedagogia do Oprimido (Pedagogy of the oppressed). São Paulo: Editora Paz e Terra S/A. 19 edição.

_______. (1987). Na Escola que Fazemos: Uma Refexão Interdisciplinar em Educação Popular (The school that we have made: an interdisciplinary reflection in education). Petrópolis: Editora Vozes.

Gerdes, P. (2001, February).  “Exploring the game of “julirde: A mathematical Educational game played by Fulbe children in Cameroon”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

_______.  (1999). Geometry From Africa: Mathematical and Educational Explorations.  Washington, D.C.: The Mathematical Association of America.
       
Gilmore, M. R. (1966). Prairie Smoke. New York: AMS Press, Inc.

Hall, E. T. (1976). Beyond Culture. New York: Doubleday.

Hassrick, R. B. (1977). The George Catlin Book of American Indians. New York: Promontory Press.

James, C. (1995). Catch the whisper of the wind: Inspirational stories from Native Americans. Deerfield Beach, FL: Heath Communications.

Kamii, C.; Declark, G. (1985). Young Children Reinvent Arithmetic. Teachers College Press.

Kasimatis, E. A. & Erickson, C. L. (2000). Making Sense of Elementary Algebra: Data, Equations, and Graphs. New York: Addison-Wesley.

Laubin, R & G. (1989). The Indian tipi: Its history, construction and use (2nd Ed.). Norman: University of Oklahoma Press.

Lipka, J., Wildfeur, S., Wahlberg, N. George, M. & Exran, D. (2001, August).  “Elastic geometry and storyknifing: A Yup’ik Eskimo Example”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Lombardi, F. G., & Lombardi, G. S. (1989).  Circle without end.  Happy Camp, CA: Naturegraph Publishers.

Lopes, E. T. and Kanagae, C. F. (1995).  Desenho Geométrico. Texto e Atividades (Geometric design: texts and activities). São Paulo: Editora Scipione.

Machado, N. J. (1990). Matemática e Língua Materna: Análise de uma impregnação mútua (Mathematics a Modern Language: Analysis of a mutual connection). São Paulo: Cortez Editora.

Nidelcoff, M. T. (1990). A Escola e a Compreensão da Realidade: Ensaio sobre a Metodologia das Ciências Naturais (The school as a comprehension of reality). Trad. Marina C. Celidônio. São Paulo: Editora Brasiliense.

Mander, J. (1991). In the Absence of the Sacred: The Failure of Technology and the Survival of the Indian Nations. San Francisco: Sierra Club Books.

Miller, A. J. (1951).  The West of Alfred Jacob Miller (1837). Norman: University of Oklahoma Press.

Nabakov, P. and Easton, R. (1989). Native American Architecture. Oxford: Oxford University Press,.

Orey, D. (1998). “Mathematics for the 21st Century.” In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.

Orey, D.  In Araujo, M. A. (1997).  “Matemática: Acerto de contas (Mathematics: Hitting the Target).” Educação: 16-19. São Paulo: Editora Segmento.

______.  (1989). “Ethnomathematical perspectives on the NCTM Standards.” Int'l Study Group on Ethnomathematics Newsletter. 5(1): 5-7.

______. (1984). “Logo goes Guatemalan: an ethnographic study.” The Computing Teacher 12(1): 46-47.

______. (1982). “Mayan Math.” The Oregon Mathematics Teacher. Portland, OR.

Payne, R. (1998).  A Framework for Understanding Poverty (Revised Edition).  Highlands, TX: RFT Publishing.

Powell, A. & Temple, O. (2001, August).  “Seeding ethnomathematics with Oware: Sankofa”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).
 
Powell, A. B. and Frankenstein, M. Eds. (1997). Ethnomathematics: challenging eurocentrism in mathematics education. Albany, NY: State University of New York Press.

Regents of the University of California. (1979). Multicultural Education and the American Indian. Los Angeles: American Indian Studies Center, UCLA.

Rosa, M. (1998).  Matemática: Seqüências e Progressões (Mathematics Sequences and Progressions). São Paulo: Editora Érica.

Shoenfeld, A. H.  (2002).  “Making mathematics work for all children: Issues of standards, testing, and equity”.  Educational Researcher, Vol 31. No. 1, pp.13-25.

Souza, J. C. Mello (Malba Tahan). (1991). Matemática Divertida E Curiosa (Fun and curious mathematics ). Rio de Janeiro: Distribuidora Record De Serviços De Imprensa S/A.

Stevens, A. & Sharp, J. & Nelson, B. (2001, August).  “The intersession of  two unlikely worlds: Ratios and drums”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Stevenson, M. G. (1996). Indigenous Knowledge in Environmental Assessment. Arctic. 49(3): 256-264.

Stuart, D. (2000). Anasazi America. Albuquerque: University of New Mexico Press.

Weatherford, J. (1988).  Indian Givers: How the Indians of the Americas Transformed the World. New York: Random House.

Wheatley, M. J. (1992).  Leadership and the New Science.  San Francisco: Berrett-Koehler Publishers.

White, D. (2001, August).  “Kenta, kilts, and kimonos: Exploring Cultures and mathematics through fabrics”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

Williamson, R. A. (1984).  Living the sky: The Cosmos of the American Indian. Boston: Houghton-Mifflin.

Zaro, M. & Hillebrand, V. (1990). Matemática Experimental (Experimental mathematics). São Paulo: Ed. Ática.

Zaslavsky, C. (2001, February). “Developing number sense: What can other cultures tell us?”.  In: Teaching Children Mathematics, Reston, VA: National Council of Teachers of Mathematics.  7 (6).

_____________.  (1996). The multicultural math classroom: Bringing in the world.  Heinemann: Portsmouth, NH.