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Voronoi diagrams in various spaces #19

@asinghvi17

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@asinghvi17

Hey! Following up on our conversation from dinner on the 21st of March, I skimmed the code here and it looks pretty adaptable! You would probably need to pass a distance function through the methods for lines like

t = (sum(abs2, r - x) - sum(abs2, r - x0)) / (2 * u' * (x-x0))

and there are trees like https://github.com/JuliaNeighbors/VPTrees.jl/ which are more optimal for geodesic and similar spaces.

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