bmark.c

实现的文件的加密解密算法

    } while (elapsed<MIN_TIME || iterations<MIN_ITERS);

    elapsed=1000.0*elapsed/iterations;
    printf("EP - %8d iterations             ",iterations);
    printf(" %8.2lf ms per iteration\n",elapsed);

    ebrick_end(&binst);
    memkill(mem,3);
   
    return elapsed;
}

#ifndef MR_FP

double mult2_precomp(int eb,big x,big y,big a2,big a6,int M,int A,int B,int C)
{
    big e,c,d;
    int iterations=0;
    ebrick2 binst;
    clock_t start;
    double elapsed;
    char *mem;

    mem=memalloc(3);
    e=mirvar_mem(mem,0);
    c=mirvar_mem(mem,1);
    d=mirvar_mem(mem,2);
    ebrick2_init(&binst,x,y,a2,a6,M,A,B,C,WINDOW,eb);
    bigbits(eb,e);
    start=clock();

    do {
       mul2_brick(&binst,e,c,d);
       iterations++;
       elapsed=(clock()-start)/(double)CLOCKS_PER_SEC;
    } while (elapsed<MIN_TIME || iterations<MIN_ITERS);

    elapsed=1000.0*elapsed/iterations;
    printf("EP - %8d iterations             ",iterations);
    printf(" %8.2lf ms per iteration\n",elapsed);

    ebrick2_end(&binst);
    memkill(mem,3);
   
    return elapsed;
}

#endif

double powers_small_exp(int gb,long ex,big p)
{
    int iterations=0;
    big g,e,w;
    clock_t start;
    double elapsed;
    char *mem;

    mem=memalloc(3);
    g=mirvar_mem(mem,0);
    e=mirvar_mem(mem,1);
    w=mirvar_mem(mem,2);
    bigbits(gb,g);
    start=clock();
    lgconv(ex,e);
    do {
       power(g,ex,p,w);
       iterations++;
       elapsed=(clock()-start)/(double)CLOCKS_PER_SEC;
    } while (elapsed<MIN_TIME || iterations<MIN_ITERS);

    elapsed=1000.0*elapsed/iterations;
    if (ex==257L)
        printf("V - %8d iterations of %4d/e=F3 ",iterations,gb);
    if (ex==65537L)
        printf("V - %8d iterations of %4d/e=F4 ",iterations,gb);
    if (ex!=257L && ex!=65537L)
        printf("V - %8d iterations of %4d/e=%2ld ",iterations,gb,ex);
    printf(" %8.2lf ms per iteration\n",elapsed);
    memkill(mem,3);
   
    return elapsed;
}

int main()
{
    int j,k;
    big a,b,x,y,p,A2;
    unsigned long seed;
    epoint *g;
    double tr1,tr2,ts,tv1,tv2,tp,td;
#ifndef MR_NOFULLWIDTH
    miracl *mip=mirsys(300,0);
#else
    miracl *mip=mirsys(300,MAXBASE);
#endif
    p=mirvar(0);
    a=mirvar(-3);
    b=mirvar(0);
    x=mirvar(1);
    y=mirvar(0);
    A2=mirvar(0);
    mip->IOBASE=60;

    time((time_t *)&seed);
    irand(seed);

    printf("MIRACL - %d bit version\n",MIRACL);
#ifdef MR_LITTLE_ENDIAN
    printf("Little Endian processor\n");
#endif
#ifdef MR_BIG_ENDIAN
    printf("Big Endian processor\n");
#endif
#ifdef MR_NOASM
    printf("C-Only Version of MIRACL\n");
#else
    printf("Using some assembly language\n");
#endif
#ifdef MR_STRIPPED_DOWN
    printf("Stripped down version of MIRACL - no error messages\n");
#endif
#ifdef MR_KCM
    k=MR_KCM*MIRACL;
    printf("Using KCM method \n");
    printf("Optimized for %d, %d, %d, %d...etc. bit moduli\n",k,k*2,k*4,k*8);
#endif
#ifdef MR_COMBA
    k=MR_COMBA*MIRACL;
    printf("Using COMBA method \n");
    printf("Optimized for %d bit moduli\n",k);
#endif
#ifdef MR_PENTIUM
    printf("Floating-point co-processor arithmetic used for Pentium\n");
#endif
#ifndef MR_KCM
#ifndef MR_COMBA
#ifndef MR_PENTIUM
    printf("No special optimizations\n");
#endif
#endif
#endif
    printf("Precomputation uses fixed Window size = %d\n",WINDOW);
    printf("So %d values are precomputed and stored\n",(1<<WINDOW));
#ifdef MR_NOFULLWIDTH
    printf("No Fullwidth base possible\n");
#else
    printf("NOTE: No optimizations/assembly language apply to GF(2^m) Elliptic Curves\n");
#endif

    printf("NOTE: times are elapsed real-times - so make sure nothing else is running!\n\n");
    printf("Modular exponentiation benchmarks - calculating g^e mod p\n");
    printf("From these figures it should be possible to roughly estimate the time\n");
    printf("required for your favourite PK algorithm, RSA, DSA, DH, etc.\n");
    printf("Key R - random base bits/random exponent bits \n");
    printf("    V - random base bits/(small exponent e)   \n");
    printf("    S - (small base g)  /random exponent bits \n");
    printf("    P - exponentiation with precomputation (fixed base g)\n");
    printf("    D - double exponentiation g^e.a^b mod p\n");
   
    printf("F3 = 257, F4 = 65537\n");
    printf("RSA - Rivest-Shamir-Adleman\n");
    printf("DH  - Diffie Hellman Key exchange\n");
    printf("DSA - Digital Signature Algorithm\n");

    printf("\n512 bit prime....\n");
    cinstr(p,p512);

    k=512;
    j=160;

    tr1=powers(k,j,p);
    td=powers_double(k,j,p);
    tr2=powers(k,k,p);
    ts=powers_small_base(3,j,p);
    tp=powers_precomp(k,j,p);

    printf("\n");
    printf("%4d bit RSA decryption               %8.2lf ms \n",2*k,2*tr2);
    printf("%4d bit DH %d bit exponent:-\n",k,j);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, small base          %8.2lf ms \n",ts);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit DSA %d bit exponent:-\n",k,j);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);
          
    printf("\n1024 bit prime....\n");
    cinstr(p,p1024);        

    k=1024; j=160;
    tr1=powers(k,j,p);
    td=powers_double(k,j,p);
    tr2=powers(k,k,p);
    tv1=powers_small_exp(k,3,p);
    tv2=powers_small_exp(k,65537L,p);
    ts=powers_small_base(3,j,p);
    tp=powers_precomp(k,j,p);

    printf("\n");
    printf("%4d bit RSA decryption               %8.2lf ms \n",2*k,2*tr2);
    printf("%4d bit RSA encryption e=3           %8.2lf ms \n",k,tv1);
    printf("%4d bit RSA encryption e=65537       %8.2lf ms \n",k,tv2);
    printf("%4d bit DH %d bit exponent:-\n",k,j);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, small base          %8.2lf ms \n",ts);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit DSA %d bit exponent:-\n",k,j);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n2048 bit prime....\n");
    cinstr(p,p2048);

    k=2048; j=256;

    tr1=powers(k,j,p);
    td=powers_double(k,j,p);
    powers(k,k,p);
    tv1=powers_small_exp(k,3,p);
    tv2=powers_small_exp(k,65537L,p);
    ts=powers_small_base(3,j,p);
    tp=powers_precomp(k,j,p);

    printf("\n");
    printf("%4d bit RSA encryption e=3           %8.2lf ms \n",k,tv1);
    printf("%4d bit RSA encryption e=65537       %8.2lf ms \n",k,tv2);
    printf("%4d bit DH %d bit exponent:-\n",k,j);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, small base          %8.2lf ms \n",ts);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit DSA %d bit exponent:-\n",k,j);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);
  
    printf("\n");
    printf("Elliptic Curve point multiplication benchmarks - calculating r.P\n");
    printf("From these figures it should be possible to roughly estimate the time\n");
    printf("required for your favourite EC PK algorithm, ECDSA, ECDH, etc.\n");
    printf("Key - ER - Elliptic Curve point multiplication r.P\n");
    printf("      ED - Elliptic Curve double multiplication r.P + s.Q\n");
    printf("      EP - Elliptic Curve multiplication with precomputation\n");
    printf("EC    - Elliptic curve GF(p) - p of no special form \n");
    printf("ECDH  - Diffie Hellman Key exchange\n");
    printf("ECDSA - Digital Signature Algorithm\n");

    mip->IOBASE=10;

    printf("\n160 bit GF(p) Elliptic Curve....\n");
    k=160;
    cinstr(p,p160);
    cinstr(b,b160);
    cinstr(y,y160);

    ecurve_init(a,b,p,MR_PROJECTIVE);
    g=epoint_init();
    epoint_set(x,y,0,g);

    tr1=mults(k,g);
    td=mult_double(k,g);
    tp=mult_precomp(k,x,y,a,b,p);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n192 bit GF(p) Elliptic Curve....\n");
    k=192;
    cinstr(p,p192);
    cinstr(b,b192);
    cinstr(y,y192);

    ecurve_init(a,b,p,MR_PROJECTIVE);
    g=epoint_init();
    epoint_set(x,y,0,g);

    tr1=mults(k,g);
    td=mult_double(k,g);
    tp=mult_precomp(k,x,y,a,b,p);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n224 bit GF(p) Elliptic Curve....\n");
    k=224;
    cinstr(p,p224);
    cinstr(b,b224);
    cinstr(y,y224);

    ecurve_init(a,b,p,MR_PROJECTIVE);
    g=epoint_init();
    epoint_set(x,y,0,g);

    tr1=mults(k,g);
    td=mult_double(k,g);
    tp=mult_precomp(k,x,y,a,b,p);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n256 bit GF(p) Elliptic Curve....\n");
    k=256;
    cinstr(p,p256);
    cinstr(b,b256);
    cinstr(y,y256);

    ecurve_init(a,b,p,MR_PROJECTIVE);
    g=epoint_init();
    epoint_set(x,y,0,g);

    tr1=mults(k,g);
    td=mult_double(k,g);
    tp=mult_precomp(k,x,y,a,b,p);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

#ifndef MR_FP

    printf("\n163 bit GF(2^m) Elliptic Curve....\n");
    k=163;
    mip->IOBASE=16;
    cinstr(b,B163);
    cinstr(x,x163);
    cinstr(y,y163);
    mip->IOBASE=10;
    convert(A163,A2);
    ecurve2_init(m163,a163,b163,c163,A2,b,FALSE,MR_PROJECTIVE);
    g=epoint_init();
    epoint2_set(x,y,0,g);

    tr1=mults2(k,g);
    td=mult2_double(k,g);
    tp=mult2_precomp(k,x,y,A2,b,m163,a163,b163,c163);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n233 bit GF(2^m) Elliptic Curve....\n");
    k=233;
    mip->IOBASE=16;
    cinstr(b,B233);
    cinstr(x,x233);
    cinstr(y,y233);
    mip->IOBASE=10;
    convert(A233,A2);
    ecurve2_init(m233,a233,b233,c233,A2,b,FALSE,MR_PROJECTIVE);
    g=epoint_init();
    epoint2_set(x,y,0,g);

    tr1=mults2(k,g);
    td=mult2_double(k,g);
    tp=mult2_precomp(k,x,y,A2,b,m233,a233,b233,c233);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);

    printf("\n283 bit GF(2^m) Elliptic Curve....\n");
    k=283;
    mip->IOBASE=16;
    cinstr(b,B283);
    cinstr(x,x283);
    cinstr(y,y283);
    mip->IOBASE=10;

    convert(A283,A2);
    ecurve2_init(m283,a283,b283,c283,A2,b,FALSE,MR_PROJECTIVE);
    g=epoint_init();
    epoint2_set(x,y,0,g);

    tr1=mults2(k,g);
    td=mult2_double(k,g);
    tp=mult2_precomp(k,x,y,A2,b,m283,a283,b283,c283);

    printf("\n");
    printf("%4d bit ECDH :-\n",k);
    printf("         offline, no precomputation   %8.2lf ms \n",tr1);
    printf("         offline, w. precomputation   %8.2lf ms \n",tp);
    printf("         online                       %8.2lf ms \n",tr1);                           
    printf("%4d bit ECDSA :-\n",k);
    printf("         signature no precomputation  %8.2lf ms \n",tr1);
    printf("         signature w. precomputation  %8.2lf ms \n",tp);
    printf("         verification                 %8.2lf ms \n",td);
#endif
    return 0;
}