docs: update main README file
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# crypto
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Cryptographic primitives used in Polygon Miden rollup
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# Miden Crypto
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This crate contains cryptographic primitives used in Polygon Miden.
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## Hash
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[Hash module](./src/hash) provides a set of cryptographic hash functions which are used by Miden VM and Miden Rollup. Currently, these functions are:
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* [BLAKE3](https://github.com/BLAKE3-team/BLAKE3) hash function with 256-bit, 192-bit, or 160-bit output. The 192-bit and 160-bit outputs are obtained by truncating the 256-bit output of the standard BLAKE3.
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* [RPO](https://eprint.iacr.org/2022/1577) hash function with 256-bit output. This hash function is an algebraic hash function suitable for recursive STARKs.
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## Merkle
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[Merkle module](./src/merkle/) provides a set of data structures related to Merkle tree. All these data structures are implemented using RPO hash function described above. The data structure are:
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* `MerkleTree`: a regular fully-balanced binary Merkle tree. The depth of this tree can be at most 64.
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* `MerklePathSet`: a collection of Merkle authentication paths all resolving to the same root. The length of the paths can be at most 64.
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## Crate features
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This carate can be compiled with the following features:
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* `std` - enabled by default and relies on the Rust standard library.
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* `no_std` does not rely on the Rust standard library and enables compilation to WebAssembly.
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Both of these features imply use of [alloc](https://doc.rust-lang.org/alloc/) to support heap-allocated collections.
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To compile with `no_std`, disable default features via `--no-default-features` flag.
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## License
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This project is [MIT licensed](./LICENSE).
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@ -55,7 +55,7 @@ const INV_ALPHA: u64 = 10540996611094048183;
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/// Implementation of the Rescue Prime Optimized hash function with 256-bit output.
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///
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/// The hash function is implemented according to the Rescue Prime Optimized
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/// [specifications](https://github.com/ASDiscreteMathematics/rpo)
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/// [specifications](https://eprint.iacr.org/2022/1577)
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///
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/// The parameters used to instantiate the function are:
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/// * Field: 64-bit prime field with modulus 2^64 - 2^32 + 1.
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