dbsrmml.c

用于求解大型稀疏线性方程组Ax=b的数值计算库.

             t +=  pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}




void BSR_MatMult_CaABC_double(
                 const int mb, const int n, const int kb, const double alpha,
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb,  
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp;                                  
  int i,j,jb,je,block;
  int cs,bs,br;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;


  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      bs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {                      
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t = alpha * pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] += t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSR_MatMult_CaATBC_double(
                 const int mb, const int n, const int kb, const double alpha,
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb,  
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp;                                  
  int i,j,jb,je,block;
  int cs,bs,cr;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;


  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    bs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      cs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                  
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {              
       for (jj=0;jj!=lb;jj++) {       
           t = 0;
           for (ii=0;ii!=lb;ii++) {      
             t += alpha * pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSRsymm_MatMult_CaABC_double(
                 const int mb, const int n, const int kb, const double alpha,
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb,  
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp; 
  int i,j,jb,je,block;
  int cs,css,cr,bs,br;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;


  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      bs=(index-1)*lb;          
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {             
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t = alpha * pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] += t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
 
      if ( index == i + ind_base ) {
        continue;                  
      }
 
      pval = ptmp;                 
                                   
      pb = &b[cs];                 
      pc = &c[bs];                 
      for (l=0;l!=n;l++) {         
       for (jj=0;jj!=lb;jj++) {       
           t = 0;
           for (ii=0;ii!=lb;ii++) {      
             t += alpha * pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSRskew_MatMult_CaABC_double(
                 const int mb, const int n, const int kb, const double alpha,
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb,  
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp;
  int i,j,jb,je,block;
  int cs,css,cr,bs,br;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;


  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
 
      if ( index == i + ind_base ) {
        continue;                  
      }
      bs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {          
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t = alpha * pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] += t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
 
      pval = ptmp;                 
                                   
      pb = &b[cs];                 
      pc = &c[bs];                 
      for (l=0;l!=n;l++) {         
       for (jj=0;jj!=lb;jj++) {       
           t = 0;
           for (ii=0;ii!=lb;ii++) {      
             t -= alpha * pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSRskew_MatMult_CaATBC_double(
                 const int mb, const int n, const int kb, const double alpha,
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb,  
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  int i,j,jb,je,block;
  int cs,css,cr,bs,br;
  int index;
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;
  const double *ptmp;
  int l;                                               

  bindx-=ind_base;


  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
 
      if ( index == i + ind_base ) {
        continue;                  
      }
      bs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {             
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t = alpha * pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] -= t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
 
      pval = ptmp;                 
                                   
      pb = &b[cs];                 
      pc = &c[bs];                 
      for (l=0;l!=n;l++) {         
       for (jj=0;jj!=lb;jj++) {       
           t = 0;
           for (ii=0;ii!=lb;ii++) {      
             t += alpha * pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}




void BSR_MatMult_CABbC_double(
                 const int mb, const int n, const int kb, 
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb, const double beta, 
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp;                                  
  int i,j,jb,je,block;
  int cs,bs,br;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;

  for (l=0;l!=n;l++)                            
    for (i=0;i!=m;i++) *pc++ *= beta;                  

  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      bs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {                      
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t =  pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] += t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSR_MatMult_CATBbC_double(
                 const int mb, const int n, const int kb, 
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb, const double beta, 
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp;                                  
  int i,j,jb,je,block;
  int cs,bs,cr;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;

  for (l=0;l!=n;l++)                            
    for (i=0;i!=k;i++) *pc++ *= beta;                  

  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    bs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      cs=(index-1)*lb;             
      pval = &val[(j-1)*mm];       
      ptmp = pval;                  
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {              
       for (jj=0;jj!=lb;jj++) {       
           t = 0;
           for (ii=0;ii!=lb;ii++) {      
             t +=  pb[ii] * (*pval++);
           }
           pc[jj] += t;                  
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
    }
  }
}

void BSRsymm_MatMult_CABbC_double(
                 const int mb, const int n, const int kb, 
                 const double *val, const int *bindx, 
                 const int *bpntrb, const int *bpntre, const int lb,
                 const double *b, const int ldb, const double beta, 
                 double *c, const int ldc,
                 const int ind_base)
{
  double t;
  const double *pb;
  double *pc=c;
  const double *pval;
  const double *ptmp; 
  int i,j,jb,je,block;
  int cs,css,cr,bs,br;
  int index;
  int l;                                               
  int ii,jj;
  int m=mb*lb;
  int k=kb*lb;
  int mm=lb*lb;

  bindx-=ind_base;

  for (l=0;l!=n;l++)                            
    for (i=0;i!=m;i++) *pc++ *= beta;                  

  for (i=0;i!=mb;i++) {      
    jb = bpntrb[i];             
    je = bpntre[i];             
    cs = i*lb;                  
    for (j=jb;j!=je;j++) {      
      index = bindx[j];
      bs=(index-1)*lb;          
      pval = &val[(j-1)*mm];       
      ptmp = pval;                 
                                   
      pb = &b[bs];                 
      pc = &c[cs];                 
      for (l=0;l!=n;l++) {             
       for (jj=0;jj!=lb;jj++) {       
         if( pb[jj] != 0.0 ) {           
           t =  pb[jj];            
           for (ii=0;ii!=lb;ii++) {      
             pc[ii] += t* (*pval++);        
           }
         } else {
           pval+=lb;                     
         }
       }
       pb+=ldb; pc+=ldc; pval=ptmp;      
      }                                               
 
      if ( index == i + ind_base ) {
        continue;                  
      }