solutions/zokrates_prover/.zokrates/stdlib/hashes/poseidon/poseidon.zok

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// https://eprint.iacr.org/2019/458.pdf
from "./constants.zok" import POSEIDON_C, POSEIDON_M;
def ark<N>(field[N] mut state, field[497] c, u32 it) -> field[N] {
for u32 i in 0..N {
state[i] = state[i] + c[it + i];
}
return state;
}
def sbox<N>(field[N] mut state, u32 f, u32 p, u32 r) -> field[N] {
state[0] = state[0]**5;
for u32 i in 1..N {
state[i] = ((r < f/2) || (r >= f/2 + p)) ? state[i]**5 : state[i];
}
return state;
}
def mix<N>(field[N] state, field[7][7] m) -> field[N] {
field[N] mut out = [0; N];
for u32 i in 0..N {
field mut acc = 0;
for u32 j in 0..N {
acc = acc + (state[j] * m[i][j]);
}
out[i] = acc;
}
return out;
}
def main<N>(field[N] inputs) -> field {
assert(N > 0 && N <= 6); // max 6 inputs
u32 t = N + 1;
u32[8] rounds_p = [56, 57, 56, 60, 60, 63, 64, 63];
u32 f = 8;
u32 p = rounds_p[(t - 2)];
// Constants are padded with zeroes to the maximum value calculated by
// t * (f + p) = 497, where `t` (number of inputs + 1) is a max of 7.
// This is done to keep the function generic, as resulting array size depends on `t`
// and we do not want callers passing down constants.
// This should be revisited once compiler limitations are gone.
field[497] c = POSEIDON_C[t - 2];
field[7][7] m = POSEIDON_M[t - 2];
field[t] mut state = [0; t];
for u32 i in 1..t {
state[i] = inputs[i - 1];
}
for u32 r in 0..f+p {
state = ark(state, c, r * t);
state = sbox(state, f, p, r);
state = mix(state, m);
}
return state[0];
}