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20.4.4 Code Tree Representation

The code trees are binary trees. Every node has exactly two children. The children can be leaves or branches. A leaf contains one original, uncompressed value. A branch contains a pointer to another node. The Huffman codes represent the navigation through the tree. Every left branch gets a 0 bit, every right branch gets a 1 bit.

The in-memory representation of the trees are two unsigned integers per node. Each describes either a leaf value or an offset (in unsigned integers relative from this node) to another node. To distinguish values from offsets, the 15th bit (decimal value 32768) is set together with offsets. This is safe as the size of the trees is limited by either having a maximum of 256 elements for byte value compression or 4096 elements for distinct column value compression.

The representation of the trees in the compressed data file is almost the same. But instead of writing all bits of the unsigned integers, only as many bits are written as are required to represent the highest value or offset respectively. One more bit per value/offset is written in advance, to distinguish both. The number of bits required per value and per offset is computed in advance and part of the code tree description.

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