inline void decomr(double fac1,MatrixReal& Jac)
{
if(calhes)
{
int ilo=1,ihi=n,lda=n,info;
int k=-1;
//find the optimum size for array work/
int nn=n;
dgehrd_(&nn,&ilo,&ihi,&Jac,&lda,tau,work,&k,&info);
k=work[0];
if(lwork<k)
{
if(work!=0) delete[] work;
lwork=k;
work=new double[lwork];
}
dgehrd_(&nn,&ilo,&ihi,&Jac,&lda,tau,work,&k,&info);
if(info!=0)
throw OdesException("odes::Matrices::Matrices, decomr: info=",
info);
calhes=false;
}
E1.equal_minus(Jac);
E1.addDiag(fac1);
int info=dech<n>(E1,ipr);
if(info!=0)
throw OdesException("odes::Matrices::Matrices, decomr (dech): ",
info);
}
//! build and factorize "real" matrix
//! \param fac1 : we add fac1*I to the Jacobian.
//! \param Jac the jacobian.
inline void decomr(double fac1,MatrixReal& Jac)
{
E1.equal_minus(Jac);
E1.addDiag(fac1);
int nn=n,info;
dgetrf_(&nn,&nn,&E1,&nn,&(ipivr[0]),&info);
if(info!=0)
throw OdesException("odes::Matrices::decomr dgetrf,info=",info);
}
//! see full matrix case.
inline void decomr(double fac1,const MatrixReal& Jac)
{
E1.equal_minus(Jac);
E1.addDiag(fac1);
int nn=n,knsub=nsub,knsup=nsup,lldab=ldab,info;
dgbtrf_(&nn,&nn,&knsub,&knsup,&E1,&lldab,&(ipivr[0]),&info);
if(info!=0)
throw OdesException("odes::Matrices::decomr dgbtrf,info=",info);
}