MWixnet

This is an implementation of @tromp's CoinSwap Proposal with some slight modifications.

A set of n CoinSwap servers (N_i with i=1...n) are agreed upon in advance. They each have a known public key.

We refer to the first server (N₁) as the "Swap Server." This is the server that wallets can submit their coinswaps too.

We refer to the remaining servers (N₂...N_n) as "Mixers."

Setup

init-config

To setup a new server, run mwixnet init-config. Then enter a password for the server key when prompted.

This will generate a key for the server and then create a new config file named mwixnet-config.toml in the current working directory. The configuration file will contain the private key of the server encrypted with the server password you provided.

Back this config file up! It's the only copy of the server's private key!

Wallet

A grin-wallet account must be created for receiving extra mwixnet fees. The wallet's owner API should be available (run grin-wallet owner_api).

Usage

With your wallet and fully synced node both online and listening at the addresses configured, the mwixnet server can be started by running mwixnet and providing the server key password and wallet password when prompted.

SWAP API

The Swap Server (N₁) provides the swap API, which is publicly available for use by GRIN wallets.

jsonrpc: 2.0 method: swap params:

[{
    "comsig": "0835f4b8b9cd286c9e35475f575c3e4ae71ceb4ff36598504662627afd628a17d6ba7dedb1aa4c47f0fabad026b76fc86d06f3bef8d0621b8ac4601d4b1b98401586ca3374a401508f32049212478ae91cfa474dfaa5ef2c3dd559d5a292e02334",
    "onion": {
        "commit": "099a8922343f242dd3da29935ba5bbc7e38bf68eccfb8c96aec87aec0535199139",
        "data":[
            "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"
        ],
        "pubkey": "033946e6a495e7278027b38be3d500cfc23d3e0836f1b7e24513841437f316ccb0"
    }
}]

Data Provisioning

Inputs

• C_in: UTXO commitment to swap
• x_in: Blinding factor of C_in
• K_1...n: The public keys of all n servers

Procedure

1. Choose random x_i for each node n_i and create a Payload (P_i) for each containing x_i
2. Build a rangeproof for C_n=C_in+(Σx_1...n)*G and include it in payload P_n
3. Choose random initial ephemeral keypair (r₁, R₁)
4. Derive remaining ephemeral keypairs such that r_i+1=r_i*Sha256(R_i||s_i) where s_i=ECDH(R_i, K_i)
5. For each node n_i, use ChaCha20 stream cipher with key=HmacSha256("MWIXNET"||s_i) and nonce "NONCE1234567" to encrypt payloads P_i...n

Input Validation

• Node n₁ verifies that C_in is in the current UTXO set
• Node n₁ verifies the commitment signature is valid for C_in, proving ownership of the input

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Output derivation, Output validation, Kernel derivation, and Aggregation steps remain unchanged from the original design