Mathematics education as a systems of society

Authors

DOI:

10.37001/remat25269062v20id783

Keywords:

autopoiesis, social systems, sociology of mathematics education, philosophy of mathematics education

Abstract

This essay explores philosophy of mathematics education from a historical sociological perspective. This examines the nature of meaning-making as social systems of mathematics and mathematics education emerge as part of society. To do this I draw on social systems theory which posits a general theory of autopoietic systems from which consciousness and communication, as systems based on meaning, are coupled through language. Systems theory has had little attention in mathematics education and my aim here is to outline the approach by presenting a cursory functional analysis of mathematics education. This allows the possibility of theorising mathematics education as a social system of communication and has the capacity to show how the constituting parts of mathematics education, for example, research and practice relate and how mathematics education is related to other social systems in contemporary society.

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References

BAUMAN, Z. Liquid modernity. Cambridge, UK : Malden, MA: Polity Press ; Blackwell, 2000.

GLASERSFELD, E. VON. Radical constructivism: a way of knowing and learning. London ; Washington, D.C: Falmer Press, 1995.

HOWSON, A. G. A history of mathematics education in England. Cambridge: Cambridge University Press, 1982.

INGLIS, M.; FOSTER, C. Five decades of mathematics education research. Journal for Research in Mathematics Education, v. 49, n. 4, p. 462–500, jul. 2018.

KAYLOR, N. H.; PHILLIPS, P. E. (EDS.). A companion to Boethius in the Middle Ages. Leiden: Brill, 2012.

LEWIN, B. Enthusiastic mathematics: reviving mystical emanationism in modern science. Melbourne: The Platonic Academy of Melbourne, 2018.

LOCKE, J. An Essay Concerning Human Understanding. London: Everyman, 1993.

LUHMANN, N. Social systems. Stanford, Calif: Stanford University Press, 1995.

LUHMANN, N. Theory of society (volume 1). Tradução: Rhodes Barrett. Stanford, California: Stanford University Press, 2013a.

LUHMANN, N. Theory of society (volume 2). Tradução: Rhodes Barrett. Stanford, California: Stanford University Press, 2013b.

LUHMANN, N.; SCHORR, K.-E. Problems of reflection in the system of education. Münster ; New York: Waxmann, 2000.

MATURANA, H. R.; VARELA, F. J. Autopoiesis and cognition: the realization of the living. 2nd. ed. Dordrecht, Holland ; Boston: D. Reidel Pub. Co, 1980.

MENDELL, H. Aristotle and mathematics. Disponível em: <https://plato.stanford.edu/archives/fall2019/entries/aristotle-mathematics/>.

POLANYI, K. The great transformation: the political and economic origins of our time. Mattituck: Amereon, 1996.

RICŒUR, P. Interpretation theory: discourse and the surplus of meaning. 8. print ed. Fort Worth: Texas Christian Univ. Pr, 1976.

SRIRAMAN, B.; ENGLISH, L. D. (EDS.). Theories of mathematics education: seeking new frontiers. Heidelberg ; London ; New York: Springer, 2010.

WATSON, S. George Spencer-Brown’s laws of form fifty years on: why we should be giving it more attention in mathematics education. Mathematics Teaching-Research Journal Online, v. 12, n. 2, p. 161–187, 2020.

WILLIAMS, M. R. A history of computing technology. 2nd ed ed. Los Alamitos, Calif: IEEE Computer Society Press, 1997.

Published

2023-01-01

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How to Cite

WATSON, Steven. Mathematics education as a systems of society. Revista de Educação Matemática, [s. l.], vol. 20, p. e020085, 2023. DOI: 10.37001/remat25269062v20id783. Disponível em: https://www.revistasbemsp.com.br/index.php/REMat-SP/article/view/29. Acesso em: 30 apr. 2025.