double gintegrand(double b,int x,int y,double *p2,double *nodes,
double *phi_nodes,int nb_nodes,double scale)
{
double xpos,ypos,tmp,tmp2, phi_b,phip_b, u;
double g_x,g_y,gprime_x,gprime_y;
double integ=0;
/* Spline interpolation of the ridge; computation of its derivative
---------------------------------------------------------------*/
splint2(nodes,phi_nodes,p2,nb_nodes,b,&phi_b,&phip_b);
/* Evaluation of the integrand
--------------------------*/
xpos = (x-b);
g_x = gfunc(xpos,scale);
gprime_x = gprime(xpos,scale);
ypos = (y-b);
g_y = gfunc(ypos,scale);
gprime_y = gprime(ypos,scale);
u = phi_b*(x-y);
/* First part */
tmp= (phip_b*phip_b*xpos*ypos - phi_b*phip_b*(xpos+ypos));
tmp *= g_x*g_y;
integ = tmp;
tmp=gprime_x*gprime_y;
integ += tmp;
integ *= cos(u);
/* Second part */
tmp2 = phip_b*xpos -phi_b;
tmp2 *= (gprime_y*g_x);
tmp = phip_b*ypos -phi_b;
tmp *= (gprime_x*g_y);
tmp2 -= tmp;
tmp2 *= sin(u);
integ += tmp2;
return integ;
}
JVector
TanhLinNetwork::gprime
(
const JIndex layerIndex,
const JVector& g
)
const
{
const JSize dimCount = g.GetDimensionCount();
JVector result(dimCount);
for (JIndex i=1;i<=dimCount;i++)
{
const JFloat value = g.GetElement(i);
result.SetElement(i, gprime(layerIndex, value));
}
return result;
}
/*############################################################################*/
static AED_REAL calc_xmoment(int NLayers, AED_REAL *iheight, AED_REAL *density)
{
#ifndef _VISUAL_C_
AED_REAL BFSQ[Nmorph], mid_depth[Nmorph];
#else
AED_REAL *BFSQ, *mid_depth;
#endif
AED_REAL XMom, XMomO;
int i;
/*-----------------------------------------------------------------------------*/
#ifdef _VISUAL_C_
BFSQ = malloc(sizeof(AED_REAL) * Nmorph);
mid_depth = malloc(sizeof(AED_REAL) * Nmorph);
#endif
XMom = 0.0;
XMomO = 0.0;
mid_depth[0] = iheight[0] / 2.0;
for (i = 1; i < NLayers; i++) {
mid_depth[i]=(iheight[i]+iheight[i-1])/2.0;
BFSQ[i] = gprime(density[i], density[i-1]) / (mid_depth[i] - mid_depth[i-1]);
XMom = XMom + iheight[i-1] * BFSQ[i] * (dMphLevelVol[i+1]+dMphLevelVol[i]) / 2.0;
XMomO = XMomO + BFSQ[i] * (dMphLevelVol[i+1]+dMphLevelVol[i]) / 2.0;
}
if (XMomO <= 0.0)
XMom = -1.0;
else
XMom = XMom / XMomO;
#ifdef _VISUAL_C_
free(BFSQ); free(mid_depth);
#endif
return XMom;
}
/******************************************************************************
#CAB# These comments are clearly WRONG! *
* This subroutine finds the level of Neutral Bouyancy for a given inflow *
* and returns the layer number (i), the half-thickness (B0), basin length *
* at the intrusion midpoint (AL), basin width at the intrusion *
* midpoint, and the mean intrusion velocity (UINF) in m/s. *
******************************************************************************/
void insert(AED_REAL q, AED_REAL di, AED_REAL bsl, AED_REAL temp, AED_REAL salt,
AED_REAL *wqx, int ntims, AED_REAL *width, int *ll)
{
AED_REAL AHLE;
AED_REAL AL;
AED_REAL ALSQ;
AED_REAL BL;
AED_REAL B0;
AED_REAL DBB,DELT,DELB;
AED_REAL DHLE;
AED_REAL DT;
#ifndef _VISUAL_C_
// The visual c compiler doesn't like this so must malloc manually
AED_REAL DVR[MaxLayers];
#else
AED_REAL *DVR;
#endif
AED_REAL DZ;
AED_REAL F;
AED_REAL GD;
AED_REAL GR;
AED_REAL R;
AED_REAL TDASH;
AED_REAL UINF;
AED_REAL VISCOS;
AED_REAL XN;
AED_REAL XNSQ;
AED_REAL ZP,ZT,ZB;
int wqidx;
int i,j,k;
int iz;
int JB,JT;
int KX,KY;
int NB1;
int NT1;
/*----------------------------------------------------------------------------*/
#ifdef _VISUAL_C_
DVR = malloc(sizeof(AED_REAL) * MaxLayers);
#endif
DELT=0.;
DELB=0.;
for (iz = botmLayer; iz <= surfLayer; iz++)
if (Lake[iz].Height > 0.) break;
if (iz > surfLayer) iz = surfLayer;
DHLE = Lake[iz].Height;
AHLE = Lake[iz].LayerArea;
if (di <= Lake[surfLayer].Density) {
// Here for surface overflow
i = surfLayer;
*ll = i;
B0 = (Lake[surfLayer].Height-Lake[surfLayer-1].Height)/ 2.0;
AL = LenAtCrest;
if (*width <= 1E-7) *width = Lake[surfLayer].LayerArea / AL;
UINF = q / ( 2.0 * B0 * (*width));
} else {
// Find level of neutral buoyancy
for (i = surfLayer; i > botmLayer; i--)
if (di <= Lake[i-1].Density) break;
if (i <= botmLayer) {
// Here for underflow
i = botmLayer;
*ll = i;
AL = DHLE/sin(bsl);
if ((*width) <= 1E-7) (*width) = AHLE / AL;
B0 = (DHLE/ 2.0)/ 2.0;
UINF = q / ( 2.0 * B0 * (*width));
} else {
// Here for intrusion
JT = i;
*ll = i;
JB = i-1;
AL = Lake[i].Height/sin(bsl);
ALSQ = sqr(AL);
if ((*width) <= 1E-7) (*width) = Lake[i].LayerArea/AL;
while(1) {
DT = Lake[JT].MeanHeight;
DBB = Lake[JB].MeanHeight;
DZ = DT - DBB;
XNSQ = g*(Lake[JB].Density-Lake[JT].Density)/(di*DZ);
if (XNSQ <= zero)
// Here for unstable stratification
BL=AL;
else {
// here for stable stratification
XN = sqrt(XNSQ);
F = q/((*width)*ntims*XN*ALSQ);
VISCOS = Lake[i].Epsilon * 20.0;
if (VISCOS <= 0.) VISCOS=Visc;
GR = XNSQ*sqr(ALSQ)/sqr(VISCOS);
R = F*pow(GR,(1.0/3.0));
TDASH=ntims*XN/(pow(GR,(1.0/6.0)));
R /= TDASH;
if (R > 1.)
BL = 0.44*TDASH*AL*sqrt(R);
else
BL = 0.57*AL*pow(R, (3.0/ 2.0))*pow((TDASH/R), (5.0/6.0));
BL = MIN(BL,AL);
if (BL < 1.0) BL = 1.0;
}
// B0 is 1/2 the intrusion thickness
B0 = q/((*width)*BL);
if (B0 > DZ) {
if ( !((JT == surfLayer) && (JB == botmLayer)) ) {
if (JT != surfLayer) JT++;
if (JB != botmLayer) JB--;
continue;
}
}
break;
}
if (Lake[i].Height < (DHLE + 1.0)) {
AL = DHLE/sin(bsl);
if ((*width) <= 1E-7) (*width) = AHLE / AL;
B0 = (DHLE+ 2.0)/ 2.0;
}
UINF = q/( 2.0*B0*(*width));
}
}
// Mix the inflow with the appropriate layers.
NT1=i;
ZP=Lake[i].MeanHeight;
if ( ! (i > botmLayer && i < surfLayer) ) {
// Here for underflow, overflow, or fully mixed
NB1=i;
DVR[i]=q;
} else {
// Here for intrusion
while(1) {
NT1++;
DELT = 0.0;
if (NT1 != surfLayer) {
GD=gprime(Lake[NT1].Density,Lake[i].Density);
if (GD > zero) DELT = 0.15 * pow((UINF/(ntims)),2) / GD;
if (DELT > (Lake[NT1].MeanHeight-ZP) || GD <= zero) continue;
if (Lake[NT1-1].Height > (ZP+DELT)) NT1--;
}
break;
}
ZT=Lake[NT1].Height;
NB1=i;
while(1) {
NB1--;
if (NB1 != botmLayer) {
GD = gprime(Lake[i].Density,Lake[NB1].Density);
if (GD > zero) DELB = 0.15 * sqr((UINF/(ntims))) / GD;
if (DELB > (ZP-Lake[NB1].MeanHeight) || GD <= zero) continue;
if (Lake[NB1].Height < (ZP-DELB)) NB1++;
}
break;
}
ZB = zero;
if (NB1 > botmLayer) ZB = Lake[NB1-1].Height;
if (NB1 == NT1) {
// Here if intrusion is entirely within layer i
DVR[NB1]=q;
} else {
// Aportion inflow amongst layers NB1,NB1+1,---,NT1
DELT = ZT - ZP;
DELB = ZP - ZB;
if (NB1 != i) {
DVR[NB1]=q*(Lake[NB1].Height-ZB+DELB*sin(Pi*(Lake[NB1].Height-ZP)/DELB)/Pi)/(ZT-ZB);
if (NB1 != (i-1)) {
KX = NB1+1;
KY = i-1;
for (k = KX; k <= KY; k++)
DVR[k]=q*(Lake[k].Height-Lake[k-1].Height+DELB *
(sin(Pi*(ZP-Lake[k-1].Height)/DELB)-sin(Pi*(ZP-Lake[k].Height)/DELB))/Pi)/(ZT-ZB);
}
}
DVR[i]=q*(ZP-Lake[i-1].Height+DELB*sin(Pi*(ZP-Lake[i-1].Height)/DELB)/Pi)/(ZT-ZB);
DVR[i]=DVR[i]+q*(Lake[i].Height-ZP+DELT*sin(Pi*(Lake[i].Height-ZP)/DELT)/Pi)/(ZT-ZB);
if (NT1 != i) {
if (NT1 != (i+1)) {
KX=i+1;
KY=NT1-1;
for (k = KX; k<=KY; k++)
DVR[k]=q*(Lake[k].Height-Lake[k-1].Height+DELT*(sin(Pi*(Lake[k].Height-ZP)/
DELT)-sin(Pi*(Lake[k-1].Height-ZP)/DELT))/Pi)/(ZT-ZB);
}
DVR[NT1]=q*(ZT-Lake[NT1-1].Height+DELT*sin(Pi*(ZP-Lake[NT1-1].Height)/DELT)/Pi)/(ZT-ZB);
}
}
}
// Insert inflow into reservoir and adjust layer properties
// Include water quality and particles
for (k = NB1; k <= NT1; k++) {
Lake[k].Temp = combine(Lake[k].Temp,Lake[k].LayerVol,Lake[k].Density, temp,DVR[k],di);
Lake[k].Salinity = combine(Lake[k].Salinity,Lake[k].LayerVol,Lake[k].Density,salt,DVR[k],di);
for (wqidx = 0; wqidx < Num_WQ_Vars; wqidx++)
_WQ_Vars(wqidx,k) = combine_vol(_WQ_Vars(wqidx,k),Lake[k].LayerVol,wqx[wqidx],DVR[k]);
Lake[k].Density=calculate_density(Lake[k].Temp,Lake[k].Salinity);
Lake[k].LayerVol=Lake[k].LayerVol+DVR[k];
}
Lake[botmLayer].Vol1 = Lake[botmLayer].LayerVol;
if (surfLayer != botmLayer) {
for (j = (botmLayer+1); j <= surfLayer; j++)
Lake[j].Vol1 = Lake[j-1].Vol1 + Lake[j].LayerVol;
}
#ifdef _VISUAL_C_
free(DVR);
#endif
}
int main()
{ /* factoring program using Lenstras Elliptic Curve method */
int phase,m,k,nc,iv,pos,btch,u,v;
long i,p,pa,interval;
big q,x,z,a,x1,z1,x2,z2,xt,zt,n,fvw;
static big fu[1+MULT/2];
static BOOL cp[1+MULT/2];
mip=mirsys(30,0);
q=mirvar(0);
x=mirvar(0);
z=mirvar(0);
a=mirvar(0);
x1=mirvar(0);
z1=mirvar(0);
x2=mirvar(0);
z2=mirvar(0);
n=mirvar(0);
t=mirvar(0);
s1=mirvar(0);
d1=mirvar(0);
s2=mirvar(0);
d2=mirvar(0);
ak=mirvar(0);
xt=mirvar(0);
zt=mirvar(0);
fvw=mirvar(0);
w=mirvar(0);
gprime(LIMIT1);
for (m=1;m<=MULT/2;m+=2)
if (igcd(MULT,m)==1)
{
fu[m]=mirvar(0);
cp[m]=TRUE;
}
else cp[m]=FALSE;
printf("input number to be factored\n");
cinnum(n,stdin);
if (isprime(n))
{
printf("this number is prime!\n");
return 0;
}
prepare_monty(n);
for (nc=1,k=6;k<100;k++)
{ /* try a new curve */
/* generating an elliptic curve */
u=k*k-5;
v=4*k;
convert(u,x); nres(x,x);
convert(v,z); nres(z,z);
nres_modsub(z,x,a); /* a=v-u */
copy(x,t);
nres_modmult(x,x,x);
nres_modmult(x,t,x); /* x=u^3 */
copy(z,t);
nres_modmult(z,z,z);
nres_modmult(z,t,z); /* z=v^3 */
copy(a,t);
nres_modmult(t,t,t);
nres_modmult(t,a,t); /* t=(v-u)^3 */
convert(3*u,a); nres(a,a);
convert(v,ak); nres(ak,ak);
nres_modadd(a,ak,a);
nres_modmult(t,a,t); /* t=(v-u)^3.(3u+v) */
convert(u,a); nres(a,a);
copy(a,ak);
nres_modmult(a,a,a);
nres_modmult(a,ak,a); /* a=u^3 */
convert(v,ak); nres(ak,ak);
nres_modmult(a,ak,a); /* a=u^3.v */
nres_premult(a,16,a);
nres_moddiv(t,a,ak); /* ak=(v-u)^3.(3u+v)/16u^3v */
nc++;
phase=1;
p=0;
i=0;
btch=50;
printf("phase 1 - trying all primes less than %d\n",LIMIT1);
printf("prime= %8ld",p);
forever
{ /* main loop */
if (phase==1)
{
p=mip->PRIMES[i];
if (mip->PRIMES[i+1]==0)
{ /* now change gear */
phase=2;
printf("\nphase 2 - trying last prime less than %ld\n",
LIMIT2);
printf("prime= %8ld",p);
copy(x,xt);
copy(z,zt);
nres_modadd(x,z,s2);
nres_modsub(x,z,d2); /* P = (s2,d2) */
duplication(s2,d2,x,z);
nres_modadd(x,z,s1);
nres_modsub(x,z,d1); /* 2.P = (s1,d1) */
nres_moddiv(x1,z1,fu[1]); /* fu[1] = x1/z1 */
addition(x1,z1,s1,d1,s2,d2,x2,z2); /* 3.P = (x2,z2) */
for (m=5;m<=MULT/2;m+=2)
{ /* calculate m.P = (x,z) and store fu[m] = x/z */
nres_modadd(x2,z2,s2);
nres_modsub(x2,z2,d2);
addition(x1,z1,s2,d2,s1,d1,x,z);
copy(x2,x1);
copy(z2,z1);
copy(x,x2);
copy(z,z2);
if (!cp[m]) continue;
copy(z2,fu[m]);
nres_moddiv(x2,fu[m],fu[m]);
}
ellipse(xt,zt,MULT,x,z,x2,z2);
nres_modadd(x,z,xt);
nres_modsub(x,z,zt); /* MULT.P = (xt,zt) */
iv=(int)(p/MULT);
if (p%MULT>MULT/2) iv++;
interval=(long)iv*MULT;
p=interval+1;
ellipse(x,z,iv,x1,z1,x2,z2); /* (x1,z1) = iv.MULT.P */
nres_moddiv(x1,z1,fvw); /* fvw = x1/z1 */
nres_modsub(fvw,fu[p%MULT],q);
marks(interval);
btch*=100;
i++;
continue;
}
pa=p;
while ((LIMIT1/p) > pa) pa*=p;
ellipse(x,z,(int)pa,x1,z1,x2,z2);
copy(x1,x);
copy(z1,z);
copy(z,q);
}
else
{ /* phase 2 - looking for last large prime factor of (p+1+d) */
p+=2;
pos=(int)(p%MULT);
if (pos>MULT/2)
{ /* increment giant step */
iv++;
interval=(long)iv*MULT;
p=interval+1;
marks(interval);
pos=1;
nres_moddiv(x2,z2,fvw);
nres_modadd(x2,z2,s2);
nres_modsub(x2,z2,d2);
addition(x1,z1,s2,d2,xt,zt,x,z);
copy(x2,x1);
copy(z2,z1);
copy(x,x2);
copy(z,z2);
}
if (!cp[pos]) continue;
/* if neither interval +/- pos is prime, don't bother */
if (!plus[pos] && !minus[pos]) continue;
nres_modsub(fvw,fu[pos],t);
nres_modmult(q,t,q);
}
if (i++%btch==0)
{ /* try for a solution */
printf("\b\b\b\b\b\b\b\b%8ld",p);
fflush(stdout);
egcd(q,n,t);
if (size(t)==1)
{
if (p>LIMIT2) break;
else continue;
}
if (compare(t,n)==0)
{
printf("\ndegenerate case");
break;
}
printf("\nfactors are\n");
if (isprime(t)) printf("prime factor ");
else printf("composite factor ");
cotnum(t,stdout);
divide(n,t,n);
if (isprime(n)) printf("prime factor ");
else printf("composite factor ");
cotnum(n,stdout);
return 0;
}
}
if (nc>NCURVES) break;
printf("\ntrying a different curve %d\n",nc);
}
printf("\nfailed to factor\n");
return 0;
}
int main()
{ /* factoring program using Williams (p+1) method */
int k,phase,m,nt,iv,pos,btch;
long i,p,pa,interval;
big b,q,n,fp,fvw,fd,fn,t;
static big fu[1+MULT/2];
static BOOL cp[1+MULT/2];
mip=mirsys(30,0);
b=mirvar(0);
q=mirvar(0);
n=mirvar(0);
t=mirvar(0);
fp=mirvar(0);
fvw=mirvar(0);
fd=mirvar(0);
fn=mirvar(0);
gprime(LIMIT1);
for (m=1;m<=MULT/2;m+=2)
if (igcd(MULT,m)==1)
{
fu[m]=mirvar(0);
cp[m]=TRUE;
}
else cp[m]=FALSE;
printf("input number to be factored\n");
cinnum(n,stdin);
if (isprime(n))
{
printf("this number is prime!\n");
return 0;
}
for (nt=0,k=3;k<10;k++)
{ /* try more than once for p+1 condition (may be p-1) */
convert(k,b); /* try b=3,4,5.. */
convert((k*k-4),t);
if (egcd(t,n,t)!=1) continue; /* check (b*b-4,n)!=0 */
nt++;
phase=1;
p=0;
btch=50;
i=0;
printf("phase 1 - trying all primes less than %d\n",LIMIT1);
printf("prime= %8ld",p);
forever
{ /* main loop */
if (phase==1)
{ /* looking for all factors of p+1 < LIMIT1 */
p=mip->PRIMES[i];
if (mip->PRIMES[i+1]==0)
{ /* now change gear */
phase=2;
printf("\nphase 2 - trying last prime less than %ld\n"
,LIMIT2);
printf("prime= %8ld",p);
copy(b,fu[1]);
copy(b,fp);
mad(b,b,b,n,n,fd);
decr(fd,2,fd);
negify(b,t);
mad(fd,b,t,n,n,fn);
for (m=5;m<=MULT/2;m+=2)
{ /* store fu[m] = Vm(b) */
negify(fp,t);
mad(fn,fd,t,n,n,t);
copy(fn,fp);
copy(t,fn);
if (!cp[m]) continue;
copy(t,fu[m]);
}
convert(MULT,t);
lucas(b,t,n,fp,fd);
iv=(int)(p/MULT);
if (p%MULT>MULT/2) iv++;
interval=(long)iv*MULT;
p=interval+1;
convert(iv,t);
lucas(fd,t,n,fp,fvw);
negify(fp,fp);
subtract(fvw,fu[p%MULT],q);
marks(interval);
btch*=100;
i++;
continue;
}
pa=p;
while ((LIMIT1/p) > pa) pa*=p;
convert((int)pa,t);
lucas(b,t,n,fp,q);
copy(q,b);
decr(q,2,q);
}
else
{ /* phase 2 - looking for last large prime factor of (p+1) */
p+=2;
pos=(int)(p%MULT);
if (pos>MULT/2)
{ /* increment giant step */
iv++;
interval=(long)iv*MULT;
p=interval+1;
marks(interval);
pos=1;
copy(fvw,t);
mad(fvw,fd,fp,n,n,fvw);
negify(t,fp);
}
if (!cp[pos]) continue;
/* if neither interval+/-pos is prime, don't bother */
if (!plus[pos] && !minus[pos]) continue;
subtract(fvw,fu[pos],t);
mad(q,t,t,n,n,q); /* batching gcds */
}
if (i++%btch==0)
{ /* try for a solution */
printf("\b\b\b\b\b\b\b\b%8ld",p);
fflush(stdout);
egcd(q,n,t);
if (size(t)==1)
{
if (p>LIMIT2) break;
else continue;
}
if (compare(t,n)==0)
{
printf("\ndegenerate case");
break;
}
printf("\nfactors are\n");
if (isprime(t)) printf("prime factor ");
else printf("composite factor ");
cotnum(t,stdout);
divide(n,t,n);
if (isprime(n)) printf("prime factor ");
else printf("composite factor ");
cotnum(n,stdout);
return 0;
}
}
if (nt>=NTRYS) break;
printf("\ntrying again\n");
}
printf("\nfailed to factor\n");
return 0;
}
int main()
{
FILE *fp;
big q,p,p1,h,t,g,low,high;
big pool[POOL_SIZE];
BOOL fail;
int i,j,p1bits,np;
long seed,m,permutation;
miracl *mip=mirsys(100,0);
q=mirvar(0);
p=mirvar(0);
h=mirvar(0);
t=mirvar(0);
g=mirvar(0);
p1=mirvar(0);
low=mirvar(0);
high=mirvar(0);
gprime(10000);
/* randomise */
printf("Enter 9 digit random number seed = ");
scanf("%ld",&seed);
getchar();
irand(seed);
p1bits=PBITS-QBITS-1;
/* find number of primes pa, pb, pc etc., that will be needed */
np=1;
while (p1bits/np >= OBITS) np++;
np--;
/* find the high/low limits for these primes, so that
the generated prime p will be exactly PBITS in length */
expb2(p1bits-1,t);
nroot(t,np,low); /* np-th integer root */
incr(low,1,low);
premult(t,2,t);
decr(t,1,t);
nroot(t,np,high);
subtract(high,low,t); /* raise low limit up to half-way... */
subdiv(t,2,t);
subtract(high,t,low);
/* generate q */
forever
{ /* make sure leading two bits of q 11... */
expb2(QBITS,q);
bigbits(QBITS-2,t);
subtract(q,t,q);
nxprime(q,q);
if (logb2(q)>QBITS) continue;
break;
}
printf("q= (%d bits)\n",logb2(q));
cotnum(q,stdout);
/* generate prime pool from which permutations of np
primes will be picked until a Lim-Lee prime is found */
for (i=0;i<POOL_SIZE;i++)
{ /* generate the primes pa, pb, pc etc.. */
pool[i]=mirvar(0);
forever
{
bigrand(high,p1);
if (mr_compare(p1,low)<0) continue;
nxprime(p1,p1);
if (mr_compare(p1,high)>0) continue;
copy(p1,pool[i]);
break;
}
}
/* The '1' bits in the permutation indicate which primes are
picked from the pool. If np=5, start at 11111, then 101111 etc */
permutation=1L;
for (i=0;i<np;i++) permutation<<=1;
permutation-=1; /* permuation = 2^np-1 */
/* generate p */
fail=FALSE;
forever
{
convert(1,p1);
for (i=j=0,m=1L;j<np;i++,m<<=1)
{
if (i>=POOL_SIZE)
{ /* ran out of primes... */
fail=TRUE;
break;
}
if (m&permutation)
{
multiply(p1,pool[i],p1);
j++;
}
}
if (fail) break;
printf(".");
premult(q,2,p);
multiply(p,p1,p);
incr(p,1,p);
permutation=increment(permutation);
if (logb2(p)!=PBITS) continue;
if (isprime(p)) break;
}
if (fail)
{
printf("\nFailed - very unlikely! - try increasing POOL_SIZE\n");
return 0;
}
printf("\np= (%d bits)\n",logb2(p));
cotnum(p,stdout);
/* finally find g */
do {
decr(p,1,t);
bigrand(t,h);
divide(t,q,t);
powmod(h,t,p,g);
} while(size(g)==1);
printf("g= (%d bits)\n",logb2(g));
cotnum(g,stdout);
fp=fopen("common.dss","wt");
fprintf(fp,"%d\n",PBITS);
mip->IOBASE=16;
cotnum(p,fp);
cotnum(q,fp);
cotnum(g,fp);
fclose(fp);
return 0;
}
