In a mathematical sense, introducing a sequential order on a d-dimensional array of elements (or cells) defines a corresponding mapping – from the range of array indices $${1,…,{n}}^{d}$$ to sequential indices $${1,…,{n}^{d}}$$ , and vice versa. From a practical point of view, such sequential orders should result from a family of orders, i.e. be generated via a uniform construction for arbitrary n (and maybe d).
CITATION STYLE
Bader, M. (2013). How to Construct Space-Filling Curves (pp. 15–30). https://doi.org/10.1007/978-3-642-31046-1_2
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