a portable and fast pairing-based cryptography library
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mcl/sample/rawbench.cpp

127 lines
3.9 KiB

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#define PUT(x) std::cout << #x "=" << (x) << std::endl
#include <cybozu/benchmark.hpp>
#include <cybozu/option.hpp>
#include <cybozu/xorshift.hpp>
#include <mcl/fp.hpp>
#include <mcl/fp_tower.hpp>
typedef mcl::FpT<mcl::FpTag, 256> Fp;
typedef mcl::Fp2T<Fp> Fp2;
typedef mcl::FpDblT<Fp> FpDbl;
typedef mcl::Fp6T<Fp> Fp6;
typedef mcl::Fp12T<Fp> Fp12;
void benchRaw(const char *p, mcl::fp::Mode mode)
{
Fp::init(p, mode);
Fp2::init(1);
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typedef mcl::fp::Unit Unit;
const size_t maxN = sizeof(Fp) / sizeof(Unit);
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const mcl::fp::Op& op = Fp::getOp();
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cybozu::XorShift rg;
Fp fx, fy;
fx.setRand(rg);
fy.setRand(rg);
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Unit ux[maxN * 2] = {};
Unit uy[maxN * 2] = {};
Unit uz[maxN * 2] = {};
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memcpy(ux, fx.getUnit(), sizeof(Unit) * op.N);
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memcpy(ux + op.N, fx.getUnit(), sizeof(Unit) * op.N);
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memcpy(uy, fy.getUnit(), sizeof(Unit) * op.N);
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memcpy(ux + op.N, fx.getUnit(), sizeof(Unit) * op.N);
double fp_sqrT, fp_addT, fp_subT, fp_mulT, fp_mul_UnitT;
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double fpDbl_addT, fpDbl_subT;
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double fpDbl_sqrPreT, fpDbl_mulPreT, fpDbl_modT;
double fp2_sqrT, fp2_mulT;
CYBOZU_BENCH_T(fp_sqrT, op.fp_sqr, uz, ux);
CYBOZU_BENCH_T(fp_addT, op.fp_add, uz, ux, uy);
CYBOZU_BENCH_T(fp_subT, op.fp_sub, uz, uy, ux);
CYBOZU_BENCH_T(fp_mulT, op.fp_mul, uz, ux, uy);
CYBOZU_BENCH_T(fp_mul_UnitT, op.fp_mul_Unit, uz, ux, 12345678);
CYBOZU_BENCH_T(fpDbl_addT, op.fpDbl_add, uz, ux, uy);
CYBOZU_BENCH_T(fpDbl_subT, op.fpDbl_sub, uz, uy, ux);
CYBOZU_BENCH_T(fpDbl_sqrPreT, op.fpDbl_sqrPre, uz, ux);
CYBOZU_BENCH_T(fpDbl_mulPreT, op.fpDbl_mulPre, uz, ux, uy);
CYBOZU_BENCH_T(fpDbl_modT, op.fpDbl_mod, uz, ux);
Fp2 f2x, f2y;
f2x.a = fx;
f2x.b = fy;
f2y = f2x;
CYBOZU_BENCH_T(fp2_sqrT, Fp2::sqr, f2x, f2x);
CYBOZU_BENCH_T(fp2_mulT, Fp2::mul, f2x, f2x, f2y);
printf("%s\n", mcl::fp::ModeToStr(mode));
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const char *tStrTbl[] = {
"fp_add", "fp_sub", "fp_sqr", "fp_mul", "fp_mul_Unit",
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"D_add", "D_sub",
"D_sqrPre", "D_mulPre", "D_mod",
"fp2_sqr", "fp2_mul",
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};
for (size_t i = 0; i < CYBOZU_NUM_OF_ARRAY(tStrTbl); i++) {
printf(" %8s", tStrTbl[i]);
}
printf("\n");
const double tTbl[] = {
fp_addT, fp_subT, fp_sqrT, fp_mulT, fp_mul_UnitT,
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fpDbl_addT, fpDbl_subT,
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fpDbl_sqrPreT, fpDbl_mulPreT, fpDbl_modT,
fp2_sqrT, fp2_mulT,
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};
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for (size_t i = 0; i < CYBOZU_NUM_OF_ARRAY(tTbl); i++) {
printf(" %8.2f", tTbl[i]);
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}
printf("\n");
}
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int main(int argc, char *argv[])
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try
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{
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cybozu::Option opt;
size_t bitSize;
opt.appendOpt(&bitSize, 0, "s", ": bitSize");
opt.appendHelp("h", ": show this message");
if (!opt.parse(argc, argv)) {
opt.usage();
return 1;
}
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const char *tbl[] = {
// N = 2
"0x0000000000000001000000000000000d",
"0x7fffffffffffffffffffffffffffffff",
"0x8000000000000000000000000000001d",
"0xffffffffffffffffffffffffffffff61",
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// N = 3
"0x000000000000000100000000000000000000000000000033", // min prime
"0x70000000000000000000000000000000000000000000001f",
"0x800000000000000000000000000000000000000000000005",
"0xfffffffffffffffffffffffe26f2fc170f69466a74defd8d",
"0xfffffffffffffffffffffffffffffffeffffffffffffffff",
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"0xffffffffffffffffffffffffffffffffffffffffffffff13", // max prime
// N = 4
"0x0000000000000001000000000000000000000000000000000000000000000085", // min prime
"0x2523648240000001ba344d80000000086121000000000013a700000000000013",
"0x7523648240000001ba344d80000000086121000000000013a700000000000017",
"0x800000000000000000000000000000000000000000000000000000000000005f",
"0xffffffffffffffffffffffffffffffffffffffffffffffffffffffffffffff43", // max prime
};
for (size_t i = 0; i < CYBOZU_NUM_OF_ARRAY(tbl); i++) {
const char *p = tbl[i];
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if (bitSize > 0 && (strlen(p) - 2) * 4 != bitSize) {
continue;
}
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printf("prime=%s\n", p);
benchRaw(tbl[i], mcl::fp::FP_GMP);
#ifdef MCL_USE_LLVM
benchRaw(tbl[i], mcl::fp::FP_LLVM);
benchRaw(tbl[i], mcl::fp::FP_LLVM_MONT);
#endif
#ifdef MCL_USE_XBYAK
benchRaw(tbl[i], mcl::fp::FP_XBYAK);
#endif
}
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} catch (std::exception& e) {
printf("ERR %s\n", e.what());
return 1;
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}