A point in the article that struck my interest was when the author was talking about the Principle of Relativity and related it to grids in the style of Riemannian geometry. Arguing that there is no right geometry to use, and as such we should broaden our horizons when it comes to implementing different geometries in grids was an interesting statement. They say that "variety is the spice of life", and I feel like giving grids the ability to be designed in mathematical patterns would be fascinating.
When talking about incorporating Indigenous content into classes, I always wonder "how", especially in a mathematics course. However, this article sheds light Indigenous traditions and their relationship with geometry. Being able to use this in a class could help both Indigenous and non-Indigenous students. Indigenous students would be able to learn in a way that they are accustomed to, whereas non-Indigenous students would be able to explore new ideas of how to appreciate and solve problems in math, and being able to solve problems in a multitude of ways helps the student understand the content better.
Kyle, you raise some very interesting points about grids and borders of countries in relationship to colonization. As well, thinking of the benefit to all students is an important consideration in our practices of teaching with Indigenous knowledge and practices.
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