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author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 17:32:43 +0000 |
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committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 17:32:43 +0000 |
commit | 6bf0a5cb5034a7e684dcc3500e841785237ce2dd (patch) | |
tree | a68f146d7fa01f0134297619fbe7e33db084e0aa /comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp | |
parent | Initial commit. (diff) | |
download | thunderbird-6bf0a5cb5034a7e684dcc3500e841785237ce2dd.tar.xz thunderbird-6bf0a5cb5034a7e684dcc3500e841785237ce2dd.zip |
Adding upstream version 1:115.7.0.upstream/1%115.7.0upstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp')
-rw-r--r-- | comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp | 314 |
1 files changed, 314 insertions, 0 deletions
diff --git a/comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp b/comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp new file mode 100644 index 0000000000..5fd88f3d71 --- /dev/null +++ b/comm/third_party/botan/src/lib/pubkey/mce/gf2m_rootfind_dcmp.cpp @@ -0,0 +1,314 @@ +/* + * (C) 2014 cryptosource GmbH + * (C) 2014 Falko Strenzke fstrenzke@cryptosource.de + * + * Botan is released under the Simplified BSD License (see license.txt) + * + */ + +#include <botan/polyn_gf2m.h> +#include <botan/internal/bit_ops.h> +#include <botan/internal/code_based_util.h> +#include <botan/exceptn.h> + +namespace Botan { + +namespace { + +void patch_root_array(gf2m res_root_arr[], + size_t res_root_arr_len, + size_t root_pos) + { + volatile gf2m patch_elem = 0x01; + volatile gf2m cond_mask = (root_pos == res_root_arr_len); + cond_mask = expand_mask_16bit(cond_mask); + cond_mask = ~cond_mask; /* now cond = 1 if not enough roots */ + patch_elem &= cond_mask; + for(size_t i = 0; i < res_root_arr_len; i++) + { + gf2m masked_patch_elem = (patch_elem++) & cond_mask; + res_root_arr[i] ^= masked_patch_elem++; + } + } + +class gf2m_decomp_rootfind_state + { + public: + gf2m_decomp_rootfind_state(const polyn_gf2m & p_polyn, size_t code_length); + + void calc_LiK(const polyn_gf2m & sigma); + gf2m calc_Fxj_j_neq_0( const polyn_gf2m & sigma, gf2m j_gray); + void calc_next_Aij(); + void calc_Ai_zero(const polyn_gf2m & sigma); + secure_vector<gf2m> find_roots(const polyn_gf2m & sigma); + + private: + size_t m_code_length; + secure_vector<gf2m> m_Lik; // size is outer_summands * m + secure_vector<gf2m> m_Aij; // ... + uint32_t m_outer_summands; + gf2m m_j; + gf2m m_j_gray; + gf2m m_sigma_3_l; + gf2m m_sigma_3_neq_0_mask; + }; + +/* +* !! Attention: assumes gf2m is 16bit !! +*/ +#if 0 +gf2m brootf_decomp_gray_to_lex(gf2m gray) + { + static_assert(sizeof(gf2m) == 2, "Expected size"); + gf2m result = gray ^ (gray>>8); + result ^= (result >> 4); + result ^= (result >> 2); + result ^= (result >> 1); + return result; + } +#endif + +/** +* calculates ceil((t-4)/5) = outer_summands - 1 +*/ +uint32_t brootf_decomp_calc_sum_limit(uint32_t t) + { + uint32_t result; + if(t < 4) + { + return 0; + } + result = t - 4; + result += 4; + result /= 5; + return result; + } + +gf2m_decomp_rootfind_state::gf2m_decomp_rootfind_state(const polyn_gf2m & polyn, size_t code_length) : + m_code_length(code_length), m_j(0), m_j_gray(0) + { + gf2m coeff_3; + gf2m coeff_head; + std::shared_ptr<GF2m_Field> sp_field = polyn.get_sp_field(); + int deg_sigma = polyn.get_degree(); + if(deg_sigma <= 3) + { + throw Internal_Error("Unexpected degree in gf2m_decomp_rootfind_state"); + } + + coeff_3 = polyn.get_coef( 3); + coeff_head = polyn.get_coef( deg_sigma); /* dummy value for SCA CM */ + if(coeff_3 != 0) + { + this->m_sigma_3_l = sp_field->gf_l_from_n(coeff_3); + this->m_sigma_3_neq_0_mask = 0xFFFF; + } + else + { + // dummy value needed for timing countermeasure + this->m_sigma_3_l = sp_field->gf_l_from_n(coeff_head); + this->m_sigma_3_neq_0_mask = 0 ; + } + + this->m_outer_summands = 1 + brootf_decomp_calc_sum_limit(deg_sigma); + this->m_Lik.resize(this->m_outer_summands * sp_field->get_extension_degree()); + this->m_Aij.resize(this->m_outer_summands); + } + +void gf2m_decomp_rootfind_state::calc_Ai_zero(const polyn_gf2m & sigma) + { + uint32_t i; + /* + * this function assumes this the first gray code element is zero + */ + for(i = 0; i < this->m_outer_summands; i++) + { + this->m_Aij[i] = sigma.get_coef(5*i); + } + this->m_j = 0; + this->m_j_gray = 0; + } + +void gf2m_decomp_rootfind_state::calc_next_Aij() + { + /* + * upon function entry, we have in the state j, Aij. + * first thing, we declare Aij Aij_minusone and increase j. + * Case j=0 upon function entry also included, then Aij contains A_{i,j=0}. + */ + uint32_t i; + gf2m diff, new_j_gray; + uint32_t Lik_pos_base; + + this->m_j++; + + new_j_gray = lex_to_gray(this->m_j); + + if(this->m_j & 1) /* half of the times */ + { + Lik_pos_base = 0; + } + else if(this->m_j & 2) /* one quarter of the times */ + { + Lik_pos_base = this->m_outer_summands; + } + else if( this->m_j & 4) /* one eighth of the times */ + { + Lik_pos_base = this->m_outer_summands * 2; + } + else if( this->m_j & 8) /* one sixteenth of the times */ + { + Lik_pos_base = this->m_outer_summands * 3; + } + else if( this->m_j & 16) /* ... */ + { + Lik_pos_base = this->m_outer_summands * 4; + } + else + { + gf2m delta_offs = 5; + diff = this->m_j_gray ^ new_j_gray; + while(((static_cast<gf2m>(1) << delta_offs) & diff) == 0) + { + delta_offs++; + + } + Lik_pos_base = delta_offs * this->m_outer_summands; + } + this->m_j_gray = new_j_gray; + + i = 0; + for(; i < this->m_outer_summands; i++) + { + this->m_Aij[i] ^= this->m_Lik[Lik_pos_base + i]; + } + + } + +void gf2m_decomp_rootfind_state::calc_LiK(const polyn_gf2m & sigma) + { + std::shared_ptr<GF2m_Field> sp_field = sigma.get_sp_field(); + uint32_t i, k, d; + d = sigma.get_degree(); + for(k = 0; k < sp_field->get_extension_degree(); k++) + { + uint32_t Lik_pos_base = k * this->m_outer_summands; + gf2m alpha_l_k_tt2_ttj[4]; + alpha_l_k_tt2_ttj[0] = sp_field->gf_l_from_n(static_cast<gf2m>(1) << k); + alpha_l_k_tt2_ttj[1] = sp_field->gf_mul_rrr(alpha_l_k_tt2_ttj[0], alpha_l_k_tt2_ttj[0]); + alpha_l_k_tt2_ttj[2] = sp_field->gf_mul_rrr(alpha_l_k_tt2_ttj[1],alpha_l_k_tt2_ttj[1] ); + + alpha_l_k_tt2_ttj[3] = sp_field->gf_mul_rrr(alpha_l_k_tt2_ttj[2], alpha_l_k_tt2_ttj[2]); + for(i = 0; i < this->m_outer_summands; i++) + { + uint32_t j; + uint32_t five_i = 5*i; + uint32_t Lik_pos = Lik_pos_base + i; + this->m_Lik[Lik_pos] = 0; + for(j = 0; j <= 3; j++) + { + gf2m f, x; + uint32_t f_ind = five_i + (static_cast<uint32_t>(1) << j); + if(f_ind > d) + { + break; + } + f = sigma.get_coef( f_ind); + + x = sp_field->gf_mul_zrz(alpha_l_k_tt2_ttj[j], f); + this->m_Lik[Lik_pos] ^= x; + } + } + } + } + +gf2m gf2m_decomp_rootfind_state::calc_Fxj_j_neq_0( const polyn_gf2m & sigma, gf2m j_gray) + { + //needs the A_{ij} to compute F(x)_j + gf2m sum = 0; + uint32_t i; + std::shared_ptr<GF2m_Field> sp_field = sigma.get_sp_field(); + const gf2m jl_gray = sp_field->gf_l_from_n(j_gray); + gf2m xl_j_tt_5 = sp_field->gf_square_rr(jl_gray); + gf2m xl_gray_tt_3 = sp_field->gf_mul_rrr(xl_j_tt_5, jl_gray); + xl_j_tt_5 = sp_field->gf_mul_rrr(xl_j_tt_5, xl_gray_tt_3); + + + sum = sp_field->gf_mul_nrr(xl_gray_tt_3, this->m_sigma_3_l); + sum &= this->m_sigma_3_neq_0_mask; + /* here, we rely on compiler to be unable to optimize + * for the state->sigma_3_neq_0_mask value + */ + /* treat i = 0 special: */ + sum ^= this->m_Aij[0]; + /* treat i = 1 special also */ + + if(this->m_outer_summands > 1) + { + gf2m x; + x = sp_field->gf_mul_zrz(xl_j_tt_5, this->m_Aij[1]); /* x_j^{5i} A_i^j */ + sum ^= x; + } + + gf2m xl_j_tt_5i = xl_j_tt_5; + + for(i = 2; i < this->m_outer_summands; i++) + { + gf2m x; + xl_j_tt_5i = sp_field->gf_mul_rrr(xl_j_tt_5i, xl_j_tt_5); + // now x_j_tt_5i lives up to its name + x = sp_field->gf_mul_zrz(xl_j_tt_5i, this->m_Aij[i]); /* x_j^{5i} A_i^(j) */ + sum ^= x; + } + return sum; + } + +secure_vector<gf2m> gf2m_decomp_rootfind_state::find_roots(const polyn_gf2m & sigma) + { + const int sigma_degree = sigma.get_degree(); + BOTAN_ASSERT(sigma_degree > 0, "Valid sigma"); + secure_vector<gf2m> result(sigma_degree); + uint32_t root_pos = 0; + + this->calc_Ai_zero(sigma); + this->calc_LiK(sigma); + for(;;) + { + gf2m eval_result; + + if(this->m_j_gray == 0) + { + eval_result = sigma.get_coef(0); + } + else + { + eval_result = this->calc_Fxj_j_neq_0(sigma, this->m_j_gray); + } + + if(eval_result == 0) + { + result[root_pos] = this->m_j_gray; + root_pos++; + } + + if(this->m_j + static_cast<uint32_t>(1) == m_code_length) + { + break; + } + this->calc_next_Aij(); + } + + // side channel / fault attack countermeasure: + patch_root_array(result.data(), result.size(), root_pos); + return result; + } + +} // end anonymous namespace + +secure_vector<gf2m> find_roots_gf2m_decomp(const polyn_gf2m & polyn, size_t code_length) + { + gf2m_decomp_rootfind_state state(polyn, code_length); + return state.find_roots(polyn); + } + +} // end namespace Botan |