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README.md
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README.md
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- [Frequently asked questions](https://yggdrasil-network.github.io/faq.html)
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- [Admin API documentation](https://yggdrasil-network.github.io/admin.html)
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## Performance
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## Community
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A [simplified model](misc/sim/treesim-forward.py) of this routing scheme has
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been tested in simulation on the 9204-node
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[skitter](https://www.caida.org/tools/measurement/skitter/) network topology
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dataset from [caida](https://www.caida.org/), and compared with results in
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[arxiv:0708.2309](https://arxiv.org/abs/0708.2309). Using the routing scheme as
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implemented in this code, the average multiplicative stretch is observed to be
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about 1.08, with an average routing table size of 6 for a name-dependent scheme,
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and approximately 30 additional (but smaller) entries needed for the
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name-independent routing table. The number of name-dependent routing table
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entries needed is proportional to node degree, so that 6 is the mean of a
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distribution with a long tail, but this may be an acceptable tradeoff (it's at
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least worth trying, hence this code). The size of name-dependent routing table
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entries is relatively large, due to cryptographic signatures associated with
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routing table updates, but in the absence of cryptographic overhead, each entry
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should otherwise be comparable in size to the BC routing scheme described in the
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above paper. A modified version of this scheme, with the same resource
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requirements, achieves a multiplicative stretch of 1.02, which drops to 1.01 if
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source routing is used. Both of these optimizations are not present in the
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current implementation, as the former depends on network state information that
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appears difficult to cryptographically secure, and the latter optimization is
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both tedious to implement and would make debugging other aspects of the
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implementation more difficult.
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Feel free to join us on our [Matrix channel](https://matrix.to/#/#yggdrasil:matrix.org) at `#yggdrasil:matrix.org` or in the `#yggdrasil` IRC channel on Freenode.
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## License
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