starting algs

This commit is contained in:
eschorn1 2024-01-11 17:49:25 -06:00
parent 46bfe6d1eb
commit 713d32f92a
4 changed files with 794 additions and 4 deletions

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[package]
name = "slh-dsa-rs"
name = "fips205"
version = "0.1.1"
edition = "2021"
license = "MIT OR Apache-2.0"
description = "FIPS 205 (draft): Stateless Hash-Based Digital Signature Standard"
repository = "https://github.com/integritychain/slh-dsa-rs"
repository = "https://github.com/integritychain/fips205"
rust-version = "1.73"
[dependencies]
zeroize = { version = "1.6.0", features = ["zeroize_derive"] }
rand_core = { version = "0.6.4", default-features = false }
[features]
default = ["default-rng", "slh_dsa_sha2_128s", "slh_dsa_shake_128s", "slh_dsa_sha2_128f", "slh_dsa_shake_128f",
"slh_dsa_sha2_192s", "slh_dsa_shake_192s", "slh_dsa_sha2_192f", "slh_dsa_shake_192f",
"slh_dsa_sha2_256s", "slh_dsa_shake_256s", "slh_dsa_sha2_256f", "slh_dsa_shake_256f"]
default-rng = ["rand_core/getrandom"]
slh_dsa_sha2_128s = []
slh_dsa_shake_128s = []
slh_dsa_sha2_128f = []
slh_dsa_shake_128f = []
slh_dsa_sha2_192s = []
slh_dsa_shake_192s = []
slh_dsa_sha2_192f = []
slh_dsa_shake_192f = []
slh_dsa_sha2_256s = []
slh_dsa_shake_256s = []
slh_dsa_sha2_256f = []
slh_dsa_shake_256f = []

502
src/algs.rs Normal file
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use alloc::vec;
use alloc::vec::Vec;
use crate::Params;
use crate::traits::PK;
/// Algorithm 1: `toInt(X, n)` on page 14.
/// Convert a byte string to an integer.
///
/// Input: n-byte string `X`. <br>
/// Output: Integer value of `X`.
pub(crate) fn to_int(x: &[u8], n: usize) -> u64 {
assert_eq!(x.len(), n);
// 1: total ← 0
let mut total = 0_u64;
// 2:
// 3: for i from 0 to n 1 do
for i in 0..n {
// 4: total ← 256 · total + X[i]
total = (total << 8) + x[i] as u64;
// 5: end for
}
// 6: return total
total
}
/// Algorithm 2: `toByte(x, n)` on page 15.
/// Convert an integer to a byte string.
///
/// Input: Integer `x`, string length `n`. <br>
/// Output: Byte string of length `n` containing binary representation of `x` in big-endian byte-order.
pub(crate) fn to_byte(x: u64, n: usize) -> Vec<u8> {
let mut s = vec![0u8; n];
// 1: total ← x
let mut total = x;
// 2:
// 3: for i from 0 to n 1 do
for i in 0..n {
//
// 4: S[n 1 i] ← total mod 256 ▷ Least significant 8 bits of total
s[n - 1 - i] = total as u8;
// 5: total ← total ≫ 8
total >>= 8;
// 6: end for
}
// 7: return S
s
}
/// Algorithm 3: `base_2^b(X, b, out_len)` on page 15.
/// Compute the base 2^b representation of X.
///
/// Input: Byte string `X` of length at least ceil(`out_len·b/8`), integer `b`, output length `out_len`. <br>
/// Output: Array of `out_len` integers in the range `[0, . . . , 2^b 1]`.
pub(crate) fn base_2b(x: &[u8], b: u32, out_len: usize) -> Vec<u64> {
assert!(x.len() >= out_len * b as usize / 8);
let mut baseb = vec![0u64; out_len];
// 1: in ← 0
let mut inn = 0;
// 2: bits ← 0
let mut bits = 0;
// 3: total ← 0
let mut total = 0;
// 4:
// 5: for out from 0 to out_len 1 do
for out in 0..out_len {
// 6: while bits < b do
while bits < b {
// 7: total ← (total ≪ 8) + X[in]
total = (total << 8) + x[inn] as u64;
// 8: in ← in + 1
inn += 1;
// 9: bits ← bits + 8
bits += 8;
// 10: end while
}
// 11: bits ← bits b
bits -= b;
// 12: baseb[out] ← (total ≫ bits) mod 2^b
baseb[out] = (total >> bits) & (2u64.pow(b) - 1);
// 13: end for
}
// 14: return baseb
baseb
}
/// Algorithm 4: `chain(X, i, s, PK.seed, ADRS)` on page 17.
/// Chaining function used in WOTS+.
///
/// Input: Input string `X`, start index `i`, number of steps `s`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: Value of `F` iterated `s` times on `X`.
pub(crate) fn chain(params: &Params, _x: &[u8], i: usize, s: usize, pk: &impl PK, _adrs: u32) -> Option<[u8; 32]> {
// 1: if (i + s) ≥ w then
if (i + s) >= params.w {
// 2: return NULL
return None;
// 3: end if
}
// 4:
// 5: tmp ← X
let mut tmp = [0u8; 32]; // Check digest width
// 6:
// 7: for j from i to i + s 1 do
for j in i..(i+s) {
// 8: ADRS.setHashAddress(j)
// 9: tmp ← F(PK.seed, ADRS, tmp)
// 10: end for
}
// 11: return tmp
Some(tmp)
}
/// Algorithm 5: `wots_PKgen(SK.seed, PK.seed, ADRS)` on page 18.
/// Generate a WOTS+ public key.
///
/// Input: Secret seed `SK.seed`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: WOTS+ public key `pk`.
const _A5: u32 = 0;
// 1: skADRS ← ADRS ▷ Copy address to create key generation key address
// 2: skADRS.setTypeAndClear(WOTS_PRF)
// 3: skADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 4: for i from 0 to len 1 do
// 5: skADRS.setChainAddress(i)
// 6: sk ← PRF(PK.seed, SK.seed, skADRS) ▷ Compute secret value for chain i
// 7: ADRS.setChainAddress(i)
// 8: tmp[i] ← chain(sk, 0, w 1, PK.seed, ADRS) ▷ Compute public value for chain i
// 9: end for
// 10: wotspkADRS ← ADRS ▷ Copy address to create WOTS+ public key address
// 11: wotspkADRS.setTypeAndClear(WOTS_PK)
// 12: wotspkADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 13: pk ← Tlen (PK.seed, wotspkADRS,tmp) ▷ Compress public key
// 14: return pk
/// Algorithm 6: `wots_sign(M, SK.seed, PK.seed, ADRS)` on page 19.
/// Generate a WOTS+ signature on an n-byte message.
///
/// Input: Message `M`, secret seed `SK.seed`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: WOTS+ signature sig.
const _A6: u32 = 0;
// 1: csum ← 0
// 2:
// 3: msg ← base_2b (M, lgw, len1) ▷ Convert message to base w
// 4:
// 5: for i from 0 to len1 1 do ▷ Compute checksum
// 6: csum ← csum + w 1 msg[i]
// 7: end for
// 8:
// 9: csum ← csum ≪ ((8 ((len2·lgw) mod 8)) mod 8) ▷ For lgw = 4 left shift by 4
// 10: msg ← msg ∥ base_2^b(toByte(csum, ceil(len2·lgw/8)), lgw, len2) ▷ Convert csum to base w
// 11:
// 12: skADRS ← ADRS
// 13: skADRS.setTypeAndClear(WOTS_PRF)
// 14: skADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 15: for i from 0 to len 1 do
// 16: skADRS.setChainAddress(i)
// 17: sk ← PRF(PK.seed, SK.seed, skADRS) ▷ Compute secret value for chain i
// 18: ADRS.setChainAddress(i)
// 19: sig[i] ← chain(sk, 0, msg[i], PK.seed, ADRS) ▷ Compute signature value for chain i
// 20: end for
// 21: return sig
/// Algorithm 7: `wots_PKFromSig(sig, M, PK.seed, ADRS)` on page 20.
/// Compute a WOTS+ public key from a message and its signature.
///
/// Input: WOTS+ signature `sig`, message `M`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: WOTS+ public key `pksig` derived from `sig`.
const _A7: u32 = 0;
// 1: csum ← 0
// 2:
// 3: msg ← base_2b (M, lgw , len1 ) ▷ Convert message to base w
// 4:
// 5: for i from 0 to len1 1 do ▷ Compute checksum
// 6: csum ← csum + w 1 msg[i]
// 7: end for
// 8:
// 9: csum ← csum ≪ ((8 ((len2·lgw) mod 8)) mod 8) ▷ For lgw = 4 left shift by 4
// 10: msg ← msg ∥ base_2^b(toByte(csum, ceil(len2·lgw/8)), lgw, len2) ▷ Convert csum to base w
// 11: for i from 0 to len 1 do
// 12: ADRS.setChainAddress(i)
// 13: tmp[i] ← chain(sig[i], msg[i], w 1 msg[i], PK.seed, ADRS)
// 14: end for
// 15: wotspkADRS ← ADRS
// 16: wotspkADRS.setTypeAndClear(WOTS_PK)
// 17: wotspkADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 18: pksig ← Tlen (PK.seed, wotspkADRS, tmp)
// 19: return pksig
/// Algorithm 8: `xmss_node(SK.seed, i, z, PK.seed, ADRS)` on page 22.
/// Compute the root of a Merkle subtree of WOTS+ public keys.
///
/// Input: Secret seed `SK.seed`, target node index `i`, target node height `z`, public seed `PK.seed`,
/// `address ADRS`. <br>
/// Output: n-byte root `node`.
const _A8: u32 = 0;
// 1: if z > h or i ≥ 2^{h z} then
// 2: return NULL
// 3: end if
// 4: if z = 0 then
// 5: ADRS.setTypeAndClear(WOTS_HASH)
// 6: ADRS.setKeyPairAddress(i)
// 7: node ← wots_PKgen(SK.seed, PK.seed, ADRS)
// 8: else
// 9: lnode ← xmss_node(SK.seed, 2i, z 1, PK.seed, ADRS)
// 10: rnode ← xmss_node(SK.seed, 2i + 1, z 1, PK.seed, ADRS)
// 11: ADRS.setTypeAndClear(TREE)
// 12: ADRS.setTreeHeight(z)
// 13: ADRS.setTreeIndex(i)
// 14: node ← H(PK.seed, ADRS, lnode ∥ rnode)
// 15: end if
// 16: return node
/// Algorithm 9: `xmss_sign(M, SK.seed, idx, PK.seed, ADRS)` on page 23.
/// Generate an XMSS signature.
///
/// Input: n-byte message `M`, secret seed `SK.seed`, index `idx`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: XMSS signature SIGXMSS = (sig ∥ AUTH).
const _A9: u32 = 0;
//
// 1: for j from 0 to h-1 do ▷ Build authentication path
// 2: k ← idx/2 xor 1
// 3: AUTH[j] ← xmss_node(SK.seed, k, j, PK.seed, ADRS)
// 4: end for
// 5:
// 6: ADRS.setTypeAndClear(WOTS_HASH)
// 7: ADRS.setKeyPairAddress(idx)
// 8: sig ← wots_sign(M, SK.seed, PK.seed, ADRS)
// 9: SIG_XMSS ← sig ∥ AUTH
// 10: return SIG_XMSS
/// Algorithm 10: `xmss_PKFromSig(idx, SIG_XMSS, M, PK.seed, ADRS)`
/// Compute an XMSS public key from an XMSS signature.
///
/// Input: Index `idx`, XMSS signature `SIG_XMSS = (sig ∥ AUTH)`, n-byte message `M`, public seed `PK.seed`,
/// address `ADRS`. <br>
/// Output: n-byte root value `node[0]`.
const _A10: u32 = 0;
// 1: ADRS.setTypeAndClear(WOTS_HASH) ▷ Compute WOTS+ pk from WOTS+ sig
// 2: ADRS.setKeyPairAddress(idx)
// 3: sig ← SIG_XMSS .getWOTSSig() ▷ SIG_XMSS [0 : len · n]
// 4: AUTH ← SIG_XMSS .getXMSSAUTH() ▷ SIG_XMSS [len · n : (len + h) · n]
// 5: node[0] ← wots_PKFromSig(sig, M, PK.seed, ADRS)
// 6:
// 7: ADRS.setTypeAndClear(TREE) ▷ Compute root from WOTS+ pk and AUTH
// 8: ADRS.setTreeIndex(idx)
// 9: for k from 0 to h 1 do
// 10: ADRS.setTreeHeight(k + 1)
// 11: if idx/2^k is even then
// 12: ADRS.setTreeIndex(ADRS.getTreeIndex()/2)
// 13: node[1] ← H(PK.seed, ADRS, node[0] ∥ AUTH[k])
// 14: else
// 15: ADRS.setTreeIndex((ADRS.getTreeIndex() 1)/2)
// 16: node[1] ← H(PK.seed, ADRS, AUTH[k] ∥ node[0])
// 17: end if
// 18: node[0] ← node[1]
// 19: end for
// 20: return node[0]
/// Algorithm 11: `ht_sign(M, SK.seed, PK.seed, idx_tree, idx_leaf)` on page 27.
/// Generate a hypertree signature.
///
/// Input: Message `M`, private seed `SK.seed`, public seed `PK.seed`, tree index `idx_tree`, leaf
/// index `idx_leaf`. <br>
/// Output: HT signature SIG_HT.
const _A11: u32 = 0;
// 1: ADRS ← toByte(0, 32)
// 2:
// 3: ADRS.setTreeAddress(idxtree)
// 4: SIG_tmp ← xmss_sign(M, SK.seed, idxleaf, PK.seed, ADRS)
// 5: SIG_HT ← SIG_tmp
// 6: root ← xmss_PKFromSig(idx_leaf, SIG_tmp, M, PK.seed, ADRS)
// 7: for j from 1 to d 1 do
// 8: idx_leaf ← idx_tree mod 2^{h} ▷ h least significant bits of idx_tree
// 9: idx_tree ← idx_tree ≫ h ▷ Remove least significant h bits from idx_tree
// 10: ADRS.setLayerAddress(j)
// 11: ADRS.setTreeAddress(idx_tree)
// 12: SIG_tmp ← xmss_sign(root, SK.seed, idx_leaf, PK.seed, ADRS)
// 13: SIG_HT ← SIG_HT ∥ SIG_tmp
// 14: if j < d 1 then
// 15: root ← xmss_PKFromSig(idx_leaf, SIG_tmp, root, PK.seed, ADRS)
// 16: end if
// 17: end for
// 18: return SIGHT
/// Algorithm 12: `ht_verify(M, SIG_HT, PK.seed, idx_tree, idx_leaf, PK.root)` on page 28.
/// Verify a hypertree signature.
///
/// Input: Message `M`, signature `SIG_HT`, public seed `PK.seed`, tree index `idx_tree`, leaf index `idx_leaf`,
/// HT public key `PK.root`. <br>
/// Output: Boolean.
const _A12: u32 = 0;
// 1: ADRS ← toByte(0, 32)
// 2:
// 3: ADRS.setTreeAddress(idx_tree)
// 4: SIG_tmp ← SIG_HT.getXMSSSignature(0) ▷ SIG_HT [0 : (h + len) · n]
// 5: node ← xmss_PKFromSig(idx_leaf, SIG_tmp, M, PK.seed, ADRS)
// 6: for j from 1 to d 1 do
// 7: idx_leaf ← idx_tree mod 2^{h} ▷ h least significant bits of idx_tree
// 8: idx_tree ← idx_tree ≫ h ▷ Remove least significant h bits from idx_tree
// 9: ADRS.setLayerAddress(j)
// 10: ADRS.setTreeAddress(idx_tree)
// 11: SIG_tmp ← SIG_HT.getXMSSSignature(j) ▷ SIGHT [ j · (h + len) · n : ( j + 1)(h + len) · n]
// 12: node ← xmss_PKFromSig(idx_leaf, SIG_tmp, node, PK.seed, ADRS)
// 13: end for
// 14: if node = PK.root then
// 15: return true
// 16: else
// 17: return false
// 18: end if
/// Algorithm 13: `fors_SKgen(SK.seed, PK.seed, ADRS, idx)` on page 29.
/// Generate a FORS private-key value.
///
/// Input: Secret seed `SK.seed`, public seed `PK.seed`, address `ADRS`, secret key index `idx`. <br>
/// Output: n-byte FORS private-key value.
const _A13: u32 = 0;
// 1: skADRS ← ADRS ▷ Copy address to create key generation address
// 2: skADRS.setTypeAndClear(FORS_PRF)
// 3: skADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 4: skADRS.setTreeIndex(idx)
// 5: return PRF(PK.seed, SK.seed, skADRS)
/// Algorithm 14: `fors_node(SK.seed, i, z, PK.seed, ADRS)` on page 30.
/// Compute the root of a Merkle subtree of FORS public values.
///
/// Input: Secret seed `SK.seed`, target node index `i`, target node height `z`, public seed `PK.seed`,
/// address `ADRS`. <br>
/// Output: n-byte root node.
const _A14: u32 = 0;
// 1: if z > a or i ≥ k · 2(az) then
// 2: return NULL
// 3: end if
// 4: if z = 0 then
// 5: sk ← fors_SKgen(SK.seed, PK.seed, ADRS, i)
// 6: ADRS.setTreeHeight(0)
// 7: ADRS.setTreeIndex(i)
// 8: node ← F(PK.seed, ADRS, sk)
// 9: else
// 10: lnode ← fors_node(SK.seed, 2i, z 1, PK.seed, ADRS)
// 11: rnode ← fors_node(SK.seed, 2i + 1, z 1, PK.seed, ADRS)
// 12: ADRS.setTreeHeight(z)
// 13: ADRS.setTreeIndex(i)
// 14: node ← H(PK.seed, ADRS, lnode ∥ rnode)
// 15: end if
// 16: return node
/// Algorithm 15: `fors_sign(md, SK.seed, PK.seed, ADRS)`
/// Generate a FORS signature.
///
/// Input: Message digest `md`, secret seed `SK.seed`, address `ADRS`, public seed `PK.seed`. <br>
/// Output: FORS signature `SIG_FORS`.
const _A15: u32 = 0;
// 1: SIG_FORS = NULL ▷ Initialize SIG_FORS as a zero-length byte string
// 2: indices ← base_2^b(md, a, k)
// 3: for i from 0 to k 1 do ▷ Compute signature elements
// 4: SIG_FORS ← SIG_FORS ∥ fors_SKgen(SK.seed, PK.seed, ADRS, i · 2a + indices[i])
// 5:
// 6: for j from 0 to a 1 do ▷ Compute auth path
// 7: s ← indices[i]/2^j xor 1
// 8: AUTH[j] ← fors_node(SK.seed, i · 2^{aj} + s, j, PK.seed, ADRS)
// 9: end for
// 10: SIG_FORS ← SIG_FORS ∥ AUTH
// 11: end for
// 12: return SIG_FORS
/// Algorithm 16: `fors_pkFromSig(SIG_FORS, md, PK.seed, ADRS)` on page 32.
/// Compute a FORS public key from a FORS signature.
///
/// Input: FORS signature `SIG_FORS`, message digest `md`, public seed `PK.seed`, address `ADRS`. <br>
/// Output: FORS public key.
const _A16: u32 = 0;
// 1: indices ← base_2^b(md, a, k)
// 2: for i from 0 to k 1 do
// 3: sk ← SIG_FORS.getSK(i) ▷ SIG_FORS [i · (a + 1) · n : (i · (a + 1) + 1) · n]
// 4: ADRS.setTreeHeight(0) ▷ Compute leaf
// 5: ADRS.setTreeIndex(i · 2^a + indices[i])
// 6: node[0] ← F(PK.seed, ADRS, sk)
// 7:
// 8: auth ← SIGFORS .getAUTH(i) ▷ SIGFORS [(i · (a + 1) + 1) · n : (i + 1) · (a + 1) · n]
// 9: for j from 0 to a 1 do ▷ Compute root from leaf and AUTH
// 10: ADRS.setTreeHeight(j + 1)
// 11: if indices[i]/2^jj is even then
// 12: ADRS.setTreeIndex(ADRS.getTreeIndex()/2)
// 13: node[1] ← H(PK.seed, ADRS, node[0] ∥ auth[j])
// 14: else
// 15: ADRS.setTreeIndex((ADRS.getTreeIndex() 1)/2)
// 16: node[1] ← H(PK.seed, ADRS, auth[j] ∥ node[0])
// 17: end if
// 18: node[0] ← node[1]
// 19: end for
// 20: root[i] ← node[0]
// 21: end for
// 22: forspkADRS ← ADRS ▷ Compute the FORS public key from the Merkle tree roots
// 23: forspkADRS.setTypeAndClear(FORS_ROOTS)
// 24: forspkADRS.setKeyPairAddress(ADRS.getKeyPairAddress())
// 25: pk ← Tk(PK.seed, forspkADRS, root)
// 26: return pk;
/// Algorithm 17: `slh_keygen()` on page 34.
/// Generate an SLH-DSA key pair.
///
/// Input: (none) <br>
/// Output: SLH-DSA key pair `(SK, PK)`.
const _A17: u32 = 0;
// 1: SK.seed ←$ B^n ▷ Set SK.seed, SK.prf, and PK.seed to random n-byte
// 2: SK.prf ←$ B^n ▷ strings using an approved random bit generator
// 3: PK.seed ←$ B^n
// 4:
// 5: ADRS ← toByte(0, 32) ▷ Generate the public key for the top-level XMSS tree
// 6: ADRS.setLayerAddress(d 1)
// 7: PK.root ← xmss_node(SK.seed, 0, h, PK.seed, ADRS)
// 8:
// 9: return ( (SK.seed, SK.prf, PK.seed, PK.root), (PK.seed, PK.root) )
/// Algorithm 18: `slh_sign(M, SK)` on page 35.
/// Generate an SLH-DSA signature.
///
/// Input: Message `M`, private key `SK = (SK.seed, SK.prf, PK.seed, PK.root)`. <br>
/// Output: SLH-DSA signature `SIG`.
const _A18: u32 = 0;
// 1: ADRS ← toByte(0, 32)
// 2:
// 3: opt_rand ← PK.seed ▷ Set opt_rand to either PK.seed
// 4: if (RANDOMIZE) then ▷ or to a random n-byte string
// 5: opt_rand ←$ Bn
// 6: end if
// 7: R ← PRF_msg(SK.prf, opt_rand, M) ▷ Generate randomizer
// 8: SIG ← R
// 9:
// 10: digest ← H_msg(R, PK.seed, PK.root, M) ▷ Compute message digest
// 11: md ← digest[0 : ceil(k·a/8)] ▷ first ceil(k·a/8) bytes
// 12: tmp_idx_tree ← digest[ceil(k·a/8) : ceil(k·a/8) + ceil((h-h/d)/8)] ▷ next ceil((h-h/d)/8) bytes
// 13: tmp_idx_leaf ← digest[ceil(k·a/8) + ceil((h-h/d)/8) : ceil(k·a/8) + ceil((h-h/d)/8) + ceil(h/8d)] ▷ next ceil(h/8d) bytes
// 14:
// 15: idx_tree ← toInt(tmp_idx_tree, ceil((h-h/d)/8)) mod 2^{hh/d}
// 16: idx_leaf ← toInt(tmp_idx_leaf, ceil(h/8d) mod 2^{h/d}
// 17:
// 18: ADRS.setTreeAddress(idx_tree)
// 19: ADRS.setTypeAndClear(FORS_TREE)
// 20: ADRS.setKeyPairAddress(idxleaf)
// 21: SIG_FORS ← fors_sign(md, SK.seed, PK.seed, ADRS)
// 22: SIG ← SIG ∥ SIG_FORS
// 23:
// 24: PK_FORS ← fors_pkFromSig(SIG_FORS , md, PK.seed, ADRS) ▷ Get FORS key
// 25:
// 26: SIG_HT ← ht_sign(PK_FORS , SK.seed, PK.seed, idx_tree, idx_leaf)
// 27: SIG ← SIG ∥ SIG_HT
// 28: return SIG
/// Algorithm 19: `slh_verify(M, SIG, PK)`
/// Verify an SLH-DSA signature.
///
/// Input: Message `M`, signature `SIG`, public key `PK = (PK.seed, PK.root)`. <br>
/// Output: Boolean.
const _A19: u32 = 0;
// 1: if |SIG| != (1 + k(1 + a) + h + d · len) · n then
// 2: return false
// 3: end if
// 4: ADRS ← toByte(0, 32)
// 5: R ← SIG.getR() ▷ SIG[0 : n]
// 6: SIG_FORS ← SIG.getSIG_FORS() ▷ SIG[n : (1 + k(1 + a)) · n]
// 7: SIG_HT ← SIG.getSIG_HT() ▷ SIG[(1 + k(1 + a)) · n : (1 + k(1 + a) + h + d · len) · n]
// 8:
// 9: digest ← Hmsg(R, PK.seed, PK.root, M) ▷ Compute message digest
// 10: md ← digest[0 : ceil(k·a/8)] ▷ first ceil(k·a/8) bytes
// 11: tmp_idx_tree ← digest[ceil(k·a/8) : ceil(k·a/8) + ceil((h - h/d)/8)] ▷ next ceil((h - h/d)/8) bytes
// 12: tmp_idx_leaf ← digest[ceil(k·a/8) + ceil((h - h/d)/8) : ceil(k·a/8) + ceil((h - h/d)/8) + ceil(h/8d)] ▷ next ceil(h/8d) bytes
// 13:
// 14: idx_tree ← toInt(tmp_idx_tree, ceil((h - h/d)/8)) mod 2^{hh/d}
// 15: idx_leaf ← toInt(tmp_idx_leaf, ceil(h/8d) mod 2^{h/d}
// 16:
// 17: ADRS.setTreeAddress(idx_tree) ▷ Compute FORS public key
// 18: ADRS.setTypeAndClear(FORS_TREE)
// 19: ADRS.setKeyPairAddress(idx_leaf)
// 20:
// 21: PK_FORS ← fors_pkFromSig(SIG_FORS, md, PK.seed, ADRS)
// 22:
// 23: return ht_verify(PK_FORS, SIG_HT, PK.seed, idx_tree , idx_leaf, PK.root)

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@ -1,7 +1,269 @@
pub fn add(left: usize, right: usize) -> usize {
left + right
#![no_std]
#![deny(clippy::pedantic)]
#![deny(warnings)]
#![deny(missing_docs)]
#![allow(dead_code)]
//! TKTK crate doc
extern crate alloc;
mod algs;
mod traits;
/// to be deleted
#[must_use]
pub fn add(left: usize, right: usize) -> usize { left + right }
struct Params {
w: usize
}
macro_rules! functionality {
() => {
use zeroize::{Zeroize, ZeroizeOnDrop};
use crate::traits::PK;
// ----- 'EXTERNAL' DATA TYPES -----
/// Correctly sized private key specific to the target security parameter set. <br>
#[derive(Clone, Zeroize, ZeroizeOnDrop)]
pub struct PrivateKey {
pub(crate) sk_seed: [u8; N],
sk_prf: [u8; N],
pk_seed: [u8; N],
pk_root: [u8; N],
}
impl PK for PrivateKey {
type Seed = [u8; N];
fn seed(&self) -> [u8; N] {self.sk_seed}
}
};
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_128s")]
pub mod slh_dsa_sha2_128s {
const N: usize = 16;
const H: u32 = 63;
const D: u32 = 7;
const H_PRIME: u32 = 9;
const A: u32 = 12;
const K: u32 = 14;
const LGW: u32 = 4;
const M: u32 = 30;
const PK_LEN: usize = 32;
const SIG_LEN: usize = 7856;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_128s")]
pub mod slh_dsa_shake_128s {
const N: usize = 16;
const H: u32 = 63;
const D: u32 = 7;
const H_PRIME: u32 = 9;
const A: u32 = 12;
const K: u32 = 14;
const LGW: u32 = 4;
const M: u32 = 30;
const PK_LEN: usize = 32;
const SIG_LEN: usize = 7856;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_128f")]
pub mod slh_dsa_sha2_128f {
const N: usize = 16;
const H: u32 = 66;
const D: u32 = 22;
const H_PRIME: u32 = 3;
const A: u32 = 6;
const K: u32 = 33;
const LGW: u32 = 4;
const M: u32 = 34;
const PK_LEN: usize = 32;
const SIG_LEN: usize = 17088;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_128f")]
pub mod slh_dsa_shake_128f {
const N: usize = 16;
const H: u32 = 66;
const D: u32 = 22;
const H_PRIME: u32 = 3;
const A: u32 = 6;
const K: u32 = 33;
const LGW: u32 = 4;
const M: u32 = 34;
const PK_LEN: usize = 32;
const SIG_LEN: usize = 17088;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_192s")]
pub mod slh_dsa_sha2_192s {
const N: usize = 24;
const H: u32 = 63;
const D: u32 = 7;
const H_PRIME: u32 = 9;
const A: u32 = 14;
const K: u32 = 17;
const LGW: u32 = 4;
const M: u32 = 39;
const PK_LEN: usize = 48;
const SIG_LEN: usize = 16224;
const SK_LEN: usize = 00000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_192s")]
pub mod slh_dsa_shake_192s {
const N: usize = 24;
const H: u32 = 63;
const D: u32 = 7;
const H_PRIME: u32 = 9;
const A: u32 = 14;
const K: u32 = 17;
const LGW: u32 = 4;
const M: u32 = 39;
const PK_LEN: usize = 48;
const SIG_LEN: usize = 16224;
const SK_LEN: usize = 00000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_192f")]
pub mod slh_dsa_sha2_192f {
const N: usize = 24;
const H: u32 = 66;
const D: u32 = 22;
const H_PRIME: u32 = 3;
const A: u32 = 8;
const K: u32 = 33;
const LGW: u32 = 4;
const M: u32 = 42;
const PK_LEN: usize = 48;
const SIG_LEN: usize = 35664;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_192f")]
pub mod slh_dsa_shake_192f {
const N: usize = 24;
const H: u32 = 66;
const D: u32 = 22;
const H_PRIME: u32 = 3;
const A: u32 = 8;
const K: u32 = 33;
const LGW: u32 = 4;
const M: u32 = 42;
const PK_LEN: usize = 48;
const SIG_LEN: usize = 35664;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_256s")]
pub mod slh_dsa_sha2_256s {
const N: usize = 32;
const H: u32 = 64;
const D: u32 = 8;
const H_PRIME: u32 = 8;
const A: u32 = 14;
const K: u32 = 22;
const LGW: u32 = 4;
const M: u32 = 47;
const PK_LEN: usize = 64;
const SIG_LEN: usize = 29792;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_256s")]
pub mod slh_dsa_shake_256s {
const N: usize = 32;
const H: u32 = 64;
const D: u32 = 8;
const H_PRIME: u32 = 8;
const A: u32 = 14;
const K: u32 = 22;
const LGW: u32 = 4;
const M: u32 = 47;
const PK_LEN: usize = 64;
const SIG_LEN: usize = 29792;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_sha2_256f")]
pub mod slh_dsa_sha2_256f {
const N: usize = 32;
const H: u32 = 68;
const D: u32 = 17;
const H_PRIME: u32 = 4;
const A: u32 = 9;
const K: u32 = 35;
const LGW: u32 = 4;
const M: u32 = 49;
const PK_LEN: usize = 64;
const SIG_LEN: usize = 49856;
const SK_LEN: usize = 0000;
functionality!();
}
/// TKTK
#[cfg(feature = "slh_dsa_shake_256f")]
pub mod slh_dsa_shake_256f {
const N: usize = 32;
const H: u32 = 68;
const D: u32 = 17;
const H_PRIME: u32 = 4;
const A: u32 = 9;
const K: u32 = 35;
const LGW: u32 = 4;
const M: u32 = 49;
const PK_LEN: usize = 64;
const SIG_LEN: usize = 49856;
const SK_LEN: usize = 0000;
functionality!();
}
#[cfg(test)]
mod tests {
use super::*;

6
src/traits.rs Normal file
View file

@ -0,0 +1,6 @@
pub trait PK {
type Seed;
fn seed(&self) -> Self::Seed;
}