Waku Message Payload Encryption
- Status: draft
- Editor: Oskar Thoren firstname.lastname@example.org
This specification describes how Waku provides confidentiality, authenticity, and integrity, as well as some form of unlinkability. Specifically, it describes how encryption, decryption and signing works in 6/WAKU1 and in 10/WAKU2 with 14/WAKU-MESSAGE version 1.
Design requirements #
- Confidentiality: The adversary should not be able to learn what data is being sent from one Waku node to one or several other Waku nodes.
- Authenticity: The adversary should not be able to cause Waku endpoint to accept data from any third party as though it came from the other endpoint.
- Integrity: The adversary should not be able to cause a Waku endpoint to accept data that has been tampered with.
Notable, forward secrecy is not provided for at this layer. If this property is desired, a more fully featured secure communication protocol can be used on top, such as Status 5/SECURE-TRANSPORT.
It also provides some form of unlinkability since:
- only participants who are able to decrypt a message can see its signature
- payload are padded to a fixed length
Cryptographic primitives #
- AES-256-GCM (for symmetric encryption)
ECIES is using the following cryptosystem:
- Curve: secp256k1
- KDF: NIST SP 800-56 Concatenation Key Derivation Function, with SHA-256 option
- MAC: HMAC with SHA-256
- AES: AES-128-CTR
For 6/WAKU1, the
data field is used in the
waku envelope, and the field MAY contain the encrypted payload.
For 10/WAKU2, the
payload field is used in
WakuMessage and MAY contain the encrypted payload.
The fields that are concatenated and encrypted as part of the
data (Waku v1) /
payload (Waku v2) field are:
Using Augmented Backus-Naur form (ABNF) we have the following format:
; 1 byte; first two bits contain the size of payload-length field, ; third bit indicates whether the signature is present. flags = 1OCTET ; contains the size of payload. payload-length = 4*OCTET ; byte array of arbitrary size (may be zero). payload = *OCTET ; byte array of arbitrary size (may be zero). padding = *OCTET ; 65 bytes, if present. signature = 65OCTET data = flags payload-length payload padding [signature] ; This field is called payload in Waku v2 payload = data
Those unable to decrypt the payload/data are also unable to access the signature.
The signature, if provided, is the ECDSA signature of the Keccak-256 hash of the unencrypted data using the secret key of the originator identity.
The signature is serialized as the concatenation of the
v parameters of the SECP-256k1 ECDSA signature, in that order.
s MUST be big-endian encoded, fixed-width 256-bit unsigned.
v MUST be an 8-bit big-endian encoded, non-normalized and should be either 27 or 28.
See Ethereum “Yellow paper”: Appendix F Signing transactions for more information on signature generation, parameters and public key recovery.
Symmetric encryption uses AES-256-GCM for authenticated encryption.
The output of encryption is of the form (
ciphertext is the encrypted message,
tag is a 16 byte message authentication tag and
iv is a 12 byte initialization vector (nonce).
The message authentication
tag and initialization vector
iv field MUST be appended to the resulting
ciphertext, in that order.
Note that previous specifications and some implementations might refer to
Asymmetric encryption uses the standard Elliptic Curve Integrated Encryption Scheme (ECIES) with SECP-256k1 public key.
This section originates from the RLPx Transport Protocol spec spec with minor modifications.
The cryptosystem used is:
- The elliptic curve secp256k1 with generator
KDF(k, len): the NIST SP 800-56 Concatenation Key Derivation Function.
MAC(k, m): HMAC using the SHA-256 hash function.
AES(k, iv, m): the AES-128 encryption function in CTR mode.
Special notation used:
X || Y denotes concatenation of
Alice wants to send an encrypted message that can be decrypted by Bob’s static private key
kB. Alice knows about Bobs static public key
To encrypt the message
m, Alice generates a random number
r and corresponding elliptic curve public key
R = r * G and computes the shared secret
S = Px where
(Px, Py) = r * KB.
She derives key material for encryption and authentication as
kE || kM = KDF(S, 32) as well as a random initialization vector
Alice sends the encrypted message
R || iv || c || d where
c = AES(kE, iv , m) and
d = MAC(sha256(kM), iv || c) to Bob.
For Bob to decrypt the message
R || iv || c || d, he derives the shared secret
S = Px where
(Px, Py) = kB * R as well as the encryption and authentication keys
kE || kM = KDF(S, 32).
Bob verifies the authenticity of the message by checking whether
d == MAC(sha256(kM), iv || c) then obtains the plaintext as
m = AES(kE, iv || c).
The padding field is used to align data size, since data size alone might reveal important metainformation. Padding can be arbitrary size. However, it is recommended that the size of Data Field (excluding the IV and tag) before encryption (i.e. plain text) SHOULD be a multiple of 256 bytes.
Decoding a message #
In order to decode a message, a node SHOULD try to apply both symmetric and asymmetric decryption operations. This is because the type of encryption is not included in the message.
- 14/WAKU-MESSAGE version 1
- 6/WAKU1 Payload encryption
- EIP-627: Whisper spec
- RLPx Transport Protocol spec (ECIES encryption)
- Status 5/SECURE-TRANSPORT
- Augmented Backus-Naur form (ABNF)
- Ethereum “Yellow paper”: Appendix F Signing transactions
- Authenticated encryption
Copyright and related rights waived via CC0.