Add README and LICENCE
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README.md
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README.md
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# R-Tree
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This project demonstrates the construction of an R-Tree using the Morton
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space filling curve.
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## Bulk-loading
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For every object of the collection, we calculate the z-order value of its center and sort
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the collection based on it. Using this technique we want nodes created in the upper levels
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to contain objects that are as close to each other as possible. We set the maximum capacity
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of a node to 20. To utilize disk space properly at least 40% of each node should be full.
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With that in mind, every node except the root should have at least 8 nodes.
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## Range query
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Given a window size, recursively search the tree from top to bottom for the nodes that
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intersect the window. When reaching the leaf nodes stop. Every object from the leaf nodes
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that still intersects the window is a hit.
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## Nearest Neighbor Query
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A heap queue stores the child nodes of the root node, based on the distance from the
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point query. Iteratively pop a node from the heap queue and then push its child nodes in it.
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When reaching a leaf node, put the objects into the heap queue. Finally, if the heap queue
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is about to pop an object, this is the first neighbor hit. Continue until reaching the number
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of neighbors requested.
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## Run Locally
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Clone the project
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```bash
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git clone --recursive https://github.com/stefiosif/rtree
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```
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Construct the R-Tree
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```bash
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make build
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```
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Run all range queries given on `data/ranges.txt`
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```bash
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make range
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```
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Run all knn queries given on `data/knn.txt` where k is specified (e.g. k=10)
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```bash
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make knn k=10
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```
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