Etnomatematika pada Tradisi Tarian Negu Korung di Daerah Sumba Tengah dalam Konsep Pembelajaran Matematika

  • Eko Yuniarto Fakultas Keguruan dan Ilmu Pendidikan Universitas Wisnuwardhana
  • Nia Wahyu Damayanti Fakultas Keguruan dan Ilmu Pendidikan Universitas Wisnuwardhana
  • Monika Ana Boyi Fakultas Keguruan dan Ilmu Pendidikan Universitas Wisnuwardhana
Keywords: ethnomathematics, learning, culture

Abstract

This study aims to determine ethnomathematical learning in the people of Central Sumba which can be understood in its cultural elements. This research is a type of qualitative research that uses descriptive research methods. The subjects in this research are individuals who are experts in their fields. This research was conducted in February in Central Sumba district. The result of this research is that there are mathematical concepts that exist in several cultures in Central Sumba such as the shape of the traditional Negu Korung and Gadung dances which are circular, then the Kaddi cloth is rectangular and the calculation of the harvest results has a relationship with multiplication. With this research, it is clear that culture can be the most effective way of understanding mathematical concepts.

References

Alangui, W. V., 2006, Mutual Interogation as an Etnomathematical Approach 3^rd International Conference on Etnomathematics, Slde 1-30, 12-16 February 2006, Auckland, New Zealand.

Arikunto. 2014. Prosedur Penelitian Kualitatif. Jakarta: Rineka Cipta.

Asnaini & Herlina Yustati. 2017. Lembaga Keuangan Syari’ah (Teori dan Praktiknya di Indonesia).

Ascher, M. & Ascher, R.,1997, Ethnomatematics, In A. Powell & M. Frankeinsten (eds), Etnhomatematics, Challenging Eurocentrsm in Mathematics Educations (pp. 25-50), Albany state University of New York Press.

Barton, W. D., 1996 Etnomatematics: Exploring Cultural Diversity in Mathematics, Dissertation-The University of Auckland.

Begg, A., 2006, Etnho-Mathematics, Etnho-Knowledge, Etnho-Education, ICME-3, Interational Congress on Etnhomatematics, Auckland February 2006, pp.1-10.

Clarkson, P.C., 2004, Multiculture Clasrooms: Contexts for Much Mathematics Education, Proceeding of the 〖10〗^(th)ICME, 2004, pp.9-16.

D’Ambrosio, U., 1997, Etnhomatematics and is Place in history and pedagogi of Mathematics, In A. Powell & M. Frankeisten (eds) Ethnomatematics, Challenging Eurocentrism in Mathematics Education (pp. 13-24, Albany; State University of New York Press.

D’Ambrosio, U., 2001a, what is Etnomathematics, and How Can it Help Children in Schools?, Teaching Children Mathematics, Feb 2001, V7(6), (pp.308-311).

D’Ambrosio, U., 2001b, Ethnomatematics: link Between Traditions and Modernity, Sense Publisher, Roterdam-Netherlands.

D’Ambrosio, U. 2004. Peace, social justice and etnhomatematics. The Montana Mathematics Enthusiast, ISSN 1551-3440, Monograph 1, pp.25-34.

D’Ambrosio, U. 2006. The program etnomathematics: A theoretical basis of the dynamics of intra-cultural encounter. Journal of Mhatematicsand Culture, 6.

Dominikus. 2018. Etnomatematics Adonara dan kaitannya dengan Matematika sekolah. Malang: Disertai Universitas Negeri Malang.

Ekowati, D W.,dkk.2017. Ethnomatematika dalam Pembelajaran Matematika (Pembelajaran Bilangan dengan Media Batik Madura Tari Khas Trenggal dan Tari Khas Madura). Jurnal Pemikiran dan Pengembangan SD. Universitas Muhamadyah Malang.

Frankois, K., 2012, Ethnomatematics in a European Context: Towards an Enriched Meaning of Ethnomathematics, Journal of Mathematics & Culture, ICEM 4 Focus Issue, pp.191-208.

Gerges, P., 2014, Ethnomathematics as a New Research Filed, Illustrated by studies of Mathematical Ideas in Africa History, www.ethnomathematics.org/articulos/gerdes.pdf, Diakses pada 222-2014.

Heruman, (2008).Model pembelajaran matematika di sekolah dasar. Bandung: Rosda karya.

Hortshemke, K. & Schafer, M., 2006, Does ‘Africa Mathematics’ Fasilitate Acces to Mathematics? Towords Ongoing Critical Analysis of Etnhomatematics in a south Africa Context, Phytagoras 65, 2006, pp. 2-9.

Keesing, R.M., 1981 Cultural Anthropology: A contemporary Perspektive, Edisi 2 terjemahan S. Gunawan, Antropologi Budaya: Suatu Perspektif kontemporer, Erlangga, Jakarta.

Kuswarno, E., 2011, Etnografi komunikasi: suatu pengantar dan contoh penelitiannya, Widya padjajaran, Bandung.

Milroy, W.L., 1992, An Etnhography Study of The Mathematics Ideas of a Group of Charpenter, Journal for Research in Mathematics Education-Monograph, np,5, National Council of Teacher of Mathematics, USA.

Nuharini, Dewi dan Tri Wahyuni. 2008. Matematika Konsep dan Aplikasinya. Jakarta: Pusat Perbukuan Departemen Pendidikan Nasional.

Nunnes, T., 1992, Ethnomatematics and Everyday Cognition, In D.A. Grows (ed) Handpook of Research on Mathematics Teaching and learning, pp.557-574, New York; MacMillan.

Nur’aeni. (2010). Pengembangan kemampuan komunikasi geometris siswa sekolah dasar melalui pembelajaran berbasis teori Van Hile. Jurnal Saung Guru: Vol. 1 No. 2.

Orey, D. C. 2000. The ethnomatematics of the Sioux tipi and cone. In H. Selin (Ed.), Mathematics across culture: the history of non-Western mathematics (pp.239-252). Dordrecht, Netherlands; Kulwer Academic Publisher.

Spradley, J.P., 2007, The Etnograpich Interview, terjemahan indonesia: Metode Etnografi oleh: Misbah Zulfa Elisabeth, Tiara Wacana, Yogyakarta.

Spradley, J.P., 2007, The Etnograpich Interview, terjemahan indonesia: Metode Etnografi oleh: Misbah Zulfa Elisabeth, Tiara Wacana, Yogyakarta.

Presmeg, N..,2007, The Role of Culture in Teaching and Learning Mathematics, in Frank K. Lester(ed): Second Handbook of Research on Mathematics Teaching and Learning: A Project of The National Council Teachers of Mathematics, pp.435-458, Information Age Publishing, New York.

Yusuf, MW., dkk. 2010. Ethnomatematics (a Mathematical Game in Hausa Culture). International Journal of Mathematical Science Education Technomethematics. Research Foundation. http://www.tmrfindia.org/sutra/v3i16.pdf.

Published
2023-02-03
How to Cite
Yuniarto, E., Damayanti, N., & Boyi, M. (2023). Etnomatematika pada Tradisi Tarian Negu Korung di Daerah Sumba Tengah dalam Konsep Pembelajaran Matematika. Jurnal Likhitaprajna, 24(2), 106-116. https://doi.org/10.37303/likhitaprajna.v24i2.224
Section
Articles