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Add simple k-d-tree
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386f49a6ac
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1
init.lua
1
init.lua
@ -78,6 +78,7 @@ for _, component in ipairs{
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"quaternion",
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"minetest",
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"trie",
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"kdtree",
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"heap",
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"ranked_set",
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"b3d"
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54
kdtree.lua
Normal file
54
kdtree.lua
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@ -0,0 +1,54 @@
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local metatable = {__index = getfenv(1)}
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distance = modlib.vector.distance
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--: vectors first vector is used to infer the dimension
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--: distance (vector, other_vector) -> number, default: modlib.vector.distance
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function new(vectors, distance)
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assert(#vectors > 0, "vector list must not be empty")
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local dimension = #vectors[1]
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local function builder(vectors, axis)
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if #vectors == 1 then return { value = vectors[1] } end
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table.sort(vectors, function(a, b) return a[axis] > b[axis] end)
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local median = math.floor(#vectors / 2)
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local next_axis = ((axis + 1) % dimension) + 1
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return setmetatable({
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axis = axis,
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pivot = vectors[median],
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left = builder({ unpack(vectors, 1, median) }, next_axis),
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right = builder({ unpack(vectors, median + 1) }, next_axis)
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}, metatable)
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end
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local self = builder(vectors, 1)
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self.distance = distance
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return self
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end
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function get_nearest_neighbor(self, vector)
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local min_distance = math.huge
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local nearest_neighbor
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local distance_func = self.distance
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local axis = tree.axis
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local function visit(tree)
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if tree.value ~= nil then
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local distance = distance_func(tree.value, vector)
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if distance < min_distance then
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min_distance = distance
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nearest_neighbor = tree.value
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end
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return
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else
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local this_side, other_side = tree.left, tree.right
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if vector[axis] < tree.pivot[axis] then this_side, other_side = other_side, this_side end
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visit(this_side)
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if tree.pivot then
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local dist = math.abs(tree.pivot[axis] - color[axis])
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if dist <= min_distance then visit(other_side) end
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end
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end
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end
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visit(self)
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return nearest_neighbor, min_distance
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end
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-- TODO insertion & deletion + rebalancing
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