Titlebook: Indigenous Knowledge and Ethnomathematics; Eric Vandendriessche,Rik Pinxten Book 2022 The Editor(s) (if applicable) and The Author(s), und

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Modeling of?Implied Strategies of?, Expert PlayersThis chapter focuses on an ethnography carried out in my fieldwork: the part of the southwest of the Indian Ocean where these games are very common. Through interviews with inhabitants of the concerned countries (Tanzania and especially the island of Zanzibar, the Comoros archipelago, Madagascar and

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Sand Drawing Versus String Figure-Making: Geometric and Algorithmic Practices in Northern Ambrym, Va), and locally termed using the same vernacular verb . (lit. “to write”). These practices consist in making a figure, either with a loop of string (“string figure-making”, using fingers and sometimes feet and mouth) or by drawing a continuous line in the sand with one finger (“sand drawing”). Initia

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Indigenous Mathematical Knowledge and Practices: State of the Art of the Ethnomathematics Brazilian thnomathematics (CBEm). By aiming to identify theoretical and methodological trends, main themes and the representativeness of indigenous authorship, this study reflects on possible and necessary relations between ethnomathematics and anthropology. A bibliographic research of the state-of-the-art ty

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Subverting Epistemicide Through ‘the Commons’: Mathematics as Re/making Space and Time for Learninghere the subversion of epistemicide becomes core. The workshop is rooted in an ecology of knowledges, histories and feelings where earth caring, artefact?making and affective bodying become central in the rural village scape located in northern Greece at the southeast of Europe. The pedagogic worksh

Optometrist

The Tapestry of Mathematics—Connecting Threads: A Case Study Incorporating Ecologies, Languages and purposes. One such place of diverse ecologies and languages that spans thousands of years of intact cultures is Papua New Guinea (PNG). Its diversity of places and peoples with ancient cultures has created a mathematical tapestry. This chapter expands on a small section of this tapestry to challeng

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Indigenous Mathematics in the Amazon: Kinship as Algebra and Geometry Among the Cashinahuaing Appendix by the mathematician André Weil to Lévi-Strauss’s treatise on kinship structures. The import of Weil’s contribution was to highlight the role of symmetries underlying kinship structures and the algebraic concept of a group which can be seen as a general theory of symmetry. The kinship s

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The Western Mathematic and the Ontological Turn: Ethnomathematics and Cosmotechnics for the Pluriverl and technological crises of modern Western civilization. The relations between a culture’s mathematic, technical practices, and metaphysical worldview are intertwined elements within different civilizational complexes, comprising the geo-cosmo-politics of the modern world order. Reflected in the p

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