X25519 elliptic curve Diffie-Hellman key exchange in pure-Rust, using curve25519-dalek.
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A pure-Rust implementation of x25519 elliptic curve Diffie-Hellman key exchange, with curve operations provided by curve25519-dalek.
This crate provides two levels of API: a bare byte-oriented
x25519function which matches the function specified in RFC7748, as well as a higher-level Rust API for static and ephemeral Diffie-Hellman.
Alice and Bob are two adorable kittens who have lost their mittens, and they wish to be able to send secret messages to each other to coordinate finding them, otherwise—if their caretaker cat finds out—they will surely be called naughty kittens and be given no pie!
But the two kittens are quite clever. Even though their paws are still too big and the rest of them is 90% fuzziness, these clever kittens have been studying up on modern public key cryptography and have learned a nifty trick called elliptic curve Diffie-Hellman key exchange. With the right incantations, the kittens will be able to secretly organise to find their mittens, and then spend the rest of the afternoon nomming some yummy pie!
First, Alice uses
EphemeralSecret::new()and then
PublicKey::from()to produce her secret and public keys:
use rand_core::OsRng; use x25519_dalek::{EphemeralSecret, PublicKey};let alice_secret = EphemeralSecret::new(OsRng); let alice_public = PublicKey::from(&alice_secret);
Bob does the same:
# use rand_core::OsRng; # use x25519_dalek::{EphemeralSecret, PublicKey}; let bob_secret = EphemeralSecret::new(OsRng); let bob_public = PublicKey::from(&bob_secret);
Alice meows across the room, telling
alice_publicto Bob, and Bob loudly meows
bob_publicback to Alice. Alice now computes her shared secret with Bob by doing:
# use rand_core::OsRng; # use x25519_dalek::{EphemeralSecret, PublicKey}; # let alice_secret = EphemeralSecret::new(OsRng); # let alice_public = PublicKey::from(&alice_secret); # let bob_secret = EphemeralSecret::new(OsRng); # let bob_public = PublicKey::from(&bob_secret); let alice_shared_secret = alice_secret.diffie_hellman(&bob_public);
Similarly, Bob computes a shared secret by doing:
# use rand_core::OsRng; # use x25519_dalek::{EphemeralSecret, PublicKey}; # let alice_secret = EphemeralSecret::new(OsRng); # let alice_public = PublicKey::from(&alice_secret); # let bob_secret = EphemeralSecret::new(OsRng); # let bob_public = PublicKey::from(&bob_secret); let bob_shared_secret = bob_secret.diffie_hellman(&alice_public);
These secrets are the same:
# use rand_core::OsRng; # use x25519_dalek::{EphemeralSecret, PublicKey}; # let alice_secret = EphemeralSecret::new(OsRng); # let alice_public = PublicKey::from(&alice_secret); # let bob_secret = EphemeralSecret::new(OsRng); # let bob_public = PublicKey::from(&bob_secret); # let alice_shared_secret = alice_secret.diffie_hellman(&bob_public); # let bob_shared_secret = bob_secret.diffie_hellman(&alice_public); assert_eq!(alice_shared_secret.as_bytes(), bob_shared_secret.as_bytes());
Voilá! Alice and Bob can now use their shared secret to encrypt their meows, for example, by using it to generate a key and nonce for an authenticated-encryption cipher.
This example used the ephemeral DH API, which ensures that secret keys cannot be reused; Alice and Bob could instead use the static DH API and load a long-term secret key.
To install, add the following to your project's
Cargo.toml:
[dependencies] x25519-dalek = "1.1"
Documentation is available here.
This code matches the RFC7748 test vectors. The elliptic curve operations are provided by
curve25519-dalek, which makes a best-effort attempt to prevent software side-channels.
"Secret Messages" cover image and zine copyright © Amy Wibowo (@sailorhg)
x25519-dalekfor key agreement