ML-KEM and Hybrid Cipher Suites for Messaging Layer Security

Introduction The potential availability of a cryptographically-relevant quantum computer has caused concern that well-funded adversaries could overturn long-held assumptions about the security assurances of classical Key Exchange Mechanisms (KEMs) and classical cryptographic signatures, which are fundamental to modern security protocols, including the MLS protocol . Of particular concern are "harvest now, decrypt later" attacks, by which an attacker could collect encrypted traffic now, before a quantum computer exists, and later use a quantum computer to break the confidentiality protections on the collected traffic. In response to these concerns, the cryptographic community has defined "post-quantum" algorithms, which are designed to be resilient to attacks by quantum computers. Symmetric algorithms can be made post-quantum secure simply by using longer keys and hashes. For asymmetric operations such as KEMs and signatures, entirely new algorithms are needed. In this document, we define ciphersuites that use the post-quantum secure Module-Lattice-Based KEM (ML-KEM) together with appropriate symmetric algorithms and traditional signature algorithms. These cipher suites address the risk of "harvest now, decrypt later" attacks, while not taking on the additional cost of post-quantum signatures. Following the pattern of base MLS, we define several variations, to allow for users that prefer to only use NIST-approved cryptography, users that prefer a higher security level, and users that prefer a PQ/traditional hybrid KEM over pure ML-KEM:

ML-KEM-768 + X25519 (Medium security, Non-NIST, PQ/T hybrid)
ML-KEM-768 + P-256 (Medium security, NIST, PQ/T hybrid)
ML-KEM-1024 + P-384 (High security, NIST, PQ/T hybrid)
ML-KEM-768 (Medium security, NIST, pure PQ)
ML-KEM-1024 (High security, NIST, pure PQ)

For all the cipher suites defined in this document, we use AES256 GCM as the Authenticated Encryption with Authenticated Data (AEAD) algorithm; HMAC with SHA-384 as the hash function; and XOF(SHAKE256) (Section 3.2 of ) as the Key Derivation Function (KDF). For the PQ/T hybrid KEMs and the pure ML-KEM HPKE integration, we use the KEMs defined in .

IANA Considerations

MLS Cipher Suites This document requests that IANA add the following entries to the "MLS Cipher Suites" registry, replacing "XXXX" with the RFC number assigned to this document:

Value	Name	Rec	Reference
TBD1	MLS_128_KitchenSink-KEM(ML-KEM-768,X25519)_AES256GCM_SHA384_Ed25519	Y	RFCXXXX
TBD2	MLS_128_QSF-KEM(ML-KEM-768,P-256)_AES256GCM_SHA384_P256	Y	RFCXXXX
TBD3	MLS_192_QSF-KEM(ML-KEM-1024,P-384)_AES256GCM_SHA384_P384	Y	RFCXXXX
TBD4	MLS_128_ML_KEM_768_AES256GCM_SHA384_P256	Y	RFCXXXX
TBD5	MLS_192_ML_KEM_1024_AES256GCM_SHA384_P384	Y	RFCXXXX

The mapping of cipher suites to HPKE primitives , HMAC hash functions, and TLS signature schemes is as follows:

Value	KEM	KDF	AEAD	Hash	Signature
0xTBD1	0x0051	0x0011	0x0002	SHA384	ed25519
0xTBD2	0x0050	0x0011	0x0002	SHA384	ecdsa_secp256r1_sha256
0xTBD3	0x0052	0x0011	0x0002	SHA384	ecdsa_secp384r1_sha384
0xTBD4	0x0041	0x0011	0x0002	SHA384	ecdsa_secp256r1_sha256
0xTBD5	0x0042	0x0011	0x0002	SHA384	ecdsa_secp384r1_sha384

The hash used for the MLS transcript hash is the one referenced in the cipher suite name. "SHA384" refers to the SHA-384 functions defined in .

Security Considerations This ciphersuites defined in this document combine a post-quantum (or PQ/T hybrid) KEM with a traditional signature algorithm. As such, they are designed to provide confidentiality against quantum and classical attacks, but provide authenticity against classical attacks only. Thus, these cipher suites do not provide full post-quantum security, only post-quantum confidentiality. Cipher suites using post-quantum secure signature algorithms may be defined in the future. For security considerations related to the KEMs used in this document, please see the documents that define those KEMs and .