Searched refs:zeta_i (Results 1 – 1 of 1) sorted by relevance
7290 size_t *zeta_i, libcrux_ml_kem_polynomial_PolynomialRingElement_1d *re, in libcrux_ml_kem_ntt_ntt_at_layer_4_plus_ea() argument7295 zeta_i[0U] = zeta_i[0U] + (size_t)1U; in libcrux_ml_kem_ntt_ntt_at_layer_4_plus_ea()7304 libcrux_ml_kem_polynomial_zeta(zeta_i[0U])); in libcrux_ml_kem_ntt_ntt_at_layer_4_plus_ea()7320 size_t *zeta_i, libcrux_ml_kem_polynomial_PolynomialRingElement_1d *re, in libcrux_ml_kem_ntt_ntt_at_layer_3_ea() argument7324 zeta_i[0U] = zeta_i[0U] + (size_t)1U; in libcrux_ml_kem_ntt_ntt_at_layer_3_ea()7328 libcrux_ml_kem_polynomial_zeta(zeta_i[0U])); in libcrux_ml_kem_ntt_ntt_at_layer_3_ea()7340 size_t *zeta_i, libcrux_ml_kem_polynomial_PolynomialRingElement_1d *re, in libcrux_ml_kem_ntt_ntt_at_layer_2_ea() argument7344 zeta_i[0U] = zeta_i[0U] + (size_t)1U; in libcrux_ml_kem_ntt_ntt_at_layer_2_ea()7347 re->coefficients[round], libcrux_ml_kem_polynomial_zeta(zeta_i[0U]), in libcrux_ml_kem_ntt_ntt_at_layer_2_ea()7348 libcrux_ml_kem_polynomial_zeta(zeta_i[0U] + (size_t)1U)); in libcrux_ml_kem_ntt_ntt_at_layer_2_ea()[all …]