X - UWSpace - University of Waterloo

for i j=SPb-n [2 1 +LSPb3[2 1 +HISPb,n[I] ;
j~SPb~n[21+LSPb~m~ZI+HISPb~n[nbnbsub~l-~SPb-n[2] ; j++)
lstatus = CPXchgcoef (env, lp, (int) (SPb-m[21-LOWSPb,m[2]
-HIS?b,m[ll -1-totlev2C+levS,count + (iter-count-2) l , j,
LpS~[nb~subs1-~0MeL[j+H1SPbbnI21-SPb~nf21-~S~bbm[2~-~1~?b~n(1]]~ :
1
I lstatus = CPXchgcoef(env,lp, (=nt) (S?b-m[2]-LOWSPb-m[2]
-HISPb-m[i] -l+cctlev2Ctlev2,count * titer-counc-2)1, j,
LpSub[nb-subsl->OMeLIj+HfSPb-n[I!l);
t
Iscatus = CPXchgcoef (env. Ip, ( int) (SPb-m[2] -LOWSPb,m[S]
-HISPb-n[l]-l~totlevZC+lev2,co~t + iter-counc-21, j,
LpSub[nb,subs]-~PiD[j-S?b~n[2]-LSPbbm[2]-HISPb,n[~,s~s-l]+LSPb~n~2l 1 ) ;
1
lstatus = CPXchgcoef (env, Ip, ( int 1 (SPb-m [ 2 I -LOWSPb,m[2 ] -HISPbbm[ 11
-l+totlev2C+lev2,co~~t + iter-count-21,
LpSub[Z]-~n+LSPb,m[2l+HISPbbn[nb_subs]-LSbn[2]+l, Theta-coef);
short
UpperBound (LpSubProb "LpSub)
C ..., I3EFfNF IOCAL VARIiSLES AND XSKATE MPLFORIES .....
1' Xeceive infonnacion of linking variables and constraints of other parts *I
for(k=l; kLabjcoef, LSPb,n[k],T):
info = pvm_rpkdauble (lpSub[k] ->LEP-bnds, LS?b,n [kl , 1) ;
info = pvn_upkdouble(5pSub[k]-~L~o-bnds, LSPb,n[k],L);
info = pvm-upklong(5pÇubikl -xLpfrcs, LSPb-n[k]rl, 1) ;
Lnfo = pvn-upklong (LpSubik] ->mmmbs, LpSub[k] ->clpnts [LSPb,r?[kll, 1) ;
info = pm-upkdo~le(lpSub[kl->coeffs, LpSub[k!->clpnts[SS?b,n[kII ,l);
... CO-T ORIGINAL DATA sense, objcoeffs and matcnt TO CONFORM CPLEX ..-.
* Ncw copy the probkm data into the Lp '/
status=C?Xc3pylp (=v, lp, (kt) t~Sub[2] n , i n 5pSub[21 ->m.
-I,cbjcoeffs, LpSub[2]->rbs,sense, tint*) (LpSub[2]->clpntsl, matcnt,
(int*) LpSub[2]-~rwnmbs, LpS~[2i->c0eff~,LpSubI2]->I0~brrds,
LpSub[2l->up,bnds, mu) ;
l * Make the upper-~pper bomd sÿbproblem fo,?nat of the fizst iceration by
deleting row zero and ocher partsr lickiog constraints. Md artificial