void
DenseMatrix::CheckInvariants(int column) const
{
// make sure no used entries are outside of the bands
int start, end;
boost::tie(start, end) = UsedRowRange(column);
assert(0 <= start && start <= end && end <= Rows());
for (int i = 0; i < Rows(); i++)
{
if (!(start <= i && i < end))
{
assert ((*this)(i, column) == value_type());
}
}
}
//TODO : Get ride of "Tpetra"::OptimizeOption
void fillComplete(const RCP<ParameterList> ¶ms=null)
{
for (size_t r=0; r<Rows(); ++r)
{
for (size_t c=0; c<Cols(); ++c)
{
if(getMatrix(r,c)->isFillComplete() == false)
getMatrix(r,c)->fillComplete(getDomainMap(c),getRangeMap(r),params);
}
}
// get full row map
//fullrowmap_ = Xpetra::MapFactory<LocalOrdinal,GlobalOrdinal,Node>::Build(rangemaps_->getFullMap()->lib(), rangemaps_->getFullMap()->getNodeNumElements(), rangemaps_->getFullMap()->getNodeElementList(), rangemaps_->getFullMap()->getIndexBase(), rangemaps_->getFullMap()->getComm());//rangemaps_->FullMap(); //->Clone();
fullrowmap_ = Xpetra::MapFactory<LocalOrdinal,GlobalOrdinal,Node>::Build(rangemaps_->getFullMap()->lib(), rangemaps_->getFullMap()->getGlobalNumElements(), rangemaps_->getFullMap()->getNodeElementList(), rangemaps_->getFullMap()->getIndexBase(), rangemaps_->getFullMap()->getComm());//rangemaps_->FullMap(); //->Clone();
// TODO: check me, clean up, use only ArrayView instead of std::vector
// build full col map
if (fullcolmap_ == Teuchos::null)
{
std::vector<GlobalOrdinal> colmapentries;
for (size_t c=0; c<Cols(); ++c)
{
std::set<GlobalOrdinal> colset;
for (size_t r=0; r<Rows(); ++r)
{
if(getMatrix(r,c) != Teuchos::null) {
Teuchos::RCP<const MapClass> colmap = getMatrix(r,c)->getColMap();
copy(colmap->getNodeElementList().getRawPtr(),
colmap->getNodeElementList().getRawPtr()+colmap->getNodeNumElements(),
inserter(colset,colset.begin()));
}
}
colmapentries.reserve(colmapentries.size()+colset.size());
copy(colset.begin(), colset.end(), back_inserter(colmapentries));
sort(colmapentries.begin(), colmapentries.end());
typename std::vector<GlobalOrdinal>::iterator gendLocation;
gendLocation = std::unique(colmapentries.begin(), colmapentries.end());
colmapentries.erase(gendLocation,colmapentries.end());
}
// sum up number of local elements
size_t numGlobalElements = 0;
sumAll(rangemaps_->getFullMap()->getComm(), colmapentries.size(), numGlobalElements)
const Teuchos::ArrayView<const GlobalOrdinal> aView = Teuchos::ArrayView<const GlobalOrdinal>(colmapentries);
fullcolmap_ = Xpetra::MapFactory<LocalOrdinal,GlobalOrdinal,Node>::Build(rangemaps_->getFullMap()->lib(), numGlobalElements, aView, 0,rangemaps_->getFullMap()->getComm());
//fullcolmap_ = Xpetra::MapFactory<LocalOrdinal,GlobalOrdinal,Node>::Build(rangemaps_->getFullMap()->lib(), domainmaps_->getFullMap()->getGlobalNumElements(), aView, 0,domainmaps_->getFullMap()->getComm());
}
VOID Matrix2<T>::SetElement(SIZE_T i, SIZE_T j, T& V)
{
Assert( i < Rows() );
Assert( j < Columns() );
m_M[i*Columns() + j] = V;
}
VOID Matrix2<T>::SetColumn(SIZE_T j, T& V)
{
Assert( j < Columns() );
for (SIZE_T i=0; i<Rows(); i++)
(*this)(i,j) = V;
}
VOID Matrix2<T>::SetColumn(SIZE_T j, CONST Vector2<T>& V)
{
Assert( j < Columns() );
for (SIZE_T i=0; i<Rows(); i++)
(*this)(i,j) = V(i);
}
VOID Matrix2<T>::SetRow(SIZE_T i, T& V)
{
Assert( i < Rows() );
for (SIZE_T j=0; j<Columns(); j++)
(*this)(i,j) = V;
}
int main()
{
int number,counter,i,firstrowsum;
scanf("%d", &number);
int square[999][999];
for(counter = 0;counter < number; counter++)
{
for(i = 0; i < number; i++)
{
scanf("%d", &square[counter][i]);
}
}
for(i = 0; i < number; i++)
{
firstrowsum=firstrowsum + square[0][i];
}
if((Rows(square, number, firstrowsum) == 1) &&
(colons (square, number, firstrowsum) == 1) &&
(diagonals(square,number,firstrowsum) == 1))
printf("MAGIC");
else printf("NOT MAGIC");
}
Void Mat::MakeBlock(Real k)
{
Int i;
for (i = 0; i < Rows(); i++)
SELF[i].MakeBlock(k);
}
/**
* Paint the window status
*/
void EditorWindow::PaintEditorStatus(void)
{
char buf[256];
int r = Rows() - 1;
if (editor == NULL) return;
UseFrameStyle();
// Clear the space
tcw->OutHorizontalLine(r, 1, 14);
// Print the cursor location
snprintf(buf, sizeof(buf), " %d:%d ", editor->DocumentCursorRow(),
editor->DocumentCursorColumn());
tcw->OutText(r, 9 - digits(editor->DocumentCursorRow()), buf);
// Print the flags
if (editor->OverwriteMode()) tcw->OutChar(r, 2, 'O');
if (editor->Document()->Modified()) tcw->OutChar(r, 3, '*');
}
void dng_matrix::SafeRound (real64 factor)
{
real64 invFactor = 1.0 / factor;
for (uint32 j = 0; j < Rows (); j++)
{
// Round each row to the specified accuracy, but make sure the
// a rounding does not affect the total of the elements in a row
// more than necessary.
real64 error = 0.0;
for (uint32 k = 0; k < Cols (); k++)
{
fData [j] [k] += error;
real64 rounded = Round_int32 (fData [j] [k] * factor) * invFactor;
error = fData [j] [k] - rounded;
fData [j] [k] = rounded;
}
}
}
VOID Matrix2<T>::SetRow(SIZE_T i, CONST Vector2<T>& V)
{
Assert( i < Rows() );
for (SIZE_T j=0; j<Columns(); j++)
(*this)(i,j) = V(j);
}
NumericMatrix<V, I, S> NumericMatrix<V, I, S>::operator * (const NumericMatrix<V, I, S>& m) const
{ // Multiply the matrix.
// This function can be optimized by calculating the inner product ourselfs instead of
// using the InnerProduct function of Vector. This saves a couple of row and column copies.
// Create new matrix with same row size of first matrix and column size of second matrix and same starting index as first matrix
NumericMatrix<V, I, S> result(Rows(), m.Columns(), MinRowIndex(), MinColumnIndex());
I r1, c2, rr, cr;
// Element of resulting array is dot/inner product of corresponding row m1 and corresponding column m2
for (I rr=result.MinRowIndex(); rr<=result.MaxRowIndex(); ++rr)
{
for (I cr = result.MinColumnIndex(); cr <= result.MaxColumnIndex(); ++cr)
{
result(rr, cr) = 0.0;
for (I k = result.MinColumnIndex(); k <= result.MaxColumnIndex(); ++k)
{
result(rr, cr) += (*this)(rr, k) * m(k,cr);
}
cout << "*" << rr << "," << cr << "," << result(rr, cr)<< endl;
}
}
// Return the result
return result;
}
T& Matrix2<T>::operator () (SIZE_T i, SIZE_T j)
{
Assert( i < Rows() );
Assert( j < Columns() );
return m_M[i*Columns() + j];
}
Void Mat::MakeBlock()
{
Int i, j;
for (i = 0; i < Rows(); i++)
for (j = 0; j < Cols(); j++)
Elt(i,j) = vl_one;
}
Void Mat::MakeDiag()
{
Int i, j;
for (i = 0; i < Rows(); i++)
for (j = 0; j < Cols(); j++)
Elt(i,j) = (i == j) ? vl_one : vl_zero;
}
std::string Table::Data(unsigned int row, unsigned int col) const
{
if (row < Rows() && col < Columns())
{
return m_data.at(Columns() * row + col);
}
return "";
}
double Matrix::Sum() const
{
int i, j;
double sum = 0.0;
for(i=0; i<Rows(); i++)
for(j=0; j<Cols(); j++)
sum += (*mRowVec[i])[j];
return sum;
}
Mat &Mat::operator /= (Real s)
{
Int i;
for (i = 0; i < Rows(); i++)
SELF[i] /= s;
return(SELF);
}
int
set_menu_format(MENU *m, int rows, int cols)
{
if (rows < 0 || cols < 0) {
return (E_BAD_ARGUMENT);
}
if (m) {
if (Posted(m)) {
return (E_POSTED);
}
if (rows == 0) {
rows = FRows(m);
}
if (cols == 0) {
cols = FCols(m);
}
/* The pattern buffer is allocated after items have been */
/* connected */
if (Pattern(m)) {
IthPattern(m, 0) = '\0';
Pindex(m) = 0;
}
FRows(m) = rows;
FCols(m) = cols;
Cols(m) = min(cols, Nitems(m));
Rows(m) = (Nitems(m)-1) / cols + 1;
Height(m) = min(rows, Rows(m));
Top(m) = 0;
Current(m) = IthItem(m, 0);
SetLink(m);
_scale(m);
} else {
if (rows > 0) {
FRows(Dfl_Menu) = rows;
}
if (cols > 0) {
FCols(Dfl_Menu) = cols;
}
}
return (E_OK);
}
SideWinderMaze::SideWinderMaze(int x, int y)
: Maze(x, y)
, current_(2, 1)
, i_(2)
, j_(1)
{
run_set_.push_back(start_.Down());
for (int j = 1; j < Rows()-2; j++)
OpenPassage(Point(1, j), Cell::Direction::RIGHT);
}
/**
* @brief Converts a GSL matrix to a TNT-based matrix
*
* Convenience method to convert to GSLMatrix type
*
* @param m GSL matrix to convert
*
* @return GSLUtility::GSLMatrix TNT-based matrix
*/
GSLUtility::GSLMatrix GSLUtility::gslToGSL(const gsl_matrix *m) const {
size_t nrows = Rows(m);
size_t ncols = Columns(m);
GSLMatrix Nm(nrows, ncols);
for(size_t i = 0 ; i < nrows ; i++) {
for(size_t j = 0 ; j < ncols ; j++) {
Nm[i][j] = gsl_matrix_get(m, i, j);
}
}
return (Nm);
}
Mat &Mat::operator *= (const Mat &m)
{
Assert(Cols() == m.Cols(), "(Mat::*=) matrix columns don't match");
Int i;
for (i = 0; i < Rows(); i++)
SELF[i] = SELF[i] * m;
return(SELF);
}
Void Mat::MakeDiag(Real k)
{
Int i, j;
for (i = 0; i < Rows(); i++)
for (j = 0; j < Cols(); j++)
if (i == j)
Elt(i,j) = k;
else
Elt(i,j) = vl_zero;
}
Mat &Mat::Clamp(Real fuzz)
// clamps all values of the matrix with a magnitude
// smaller than fuzz to zero.
{
Int i;
for (i = 0; i < Rows(); i++)
SELF[i].Clamp(fuzz);
return(SELF);
}
Lookup_Size::Lookup_Size (int rows, int columns)
{
row_range = NULL;
row_size = 0;
wrap_flag = true;
min_size = 0;
max_size = MIDNIGHT;
Rows (rows);
Columns (columns);
}
void dng_matrix::Scale (real64 factor)
{
for (uint32 j = 0; j < Rows (); j++)
for (uint32 k = 0; k < Cols (); k++)
{
fData [j] [k] *= factor;
}
}
void dng_matrix::Round (real64 factor)
{
real64 invFactor = 1.0 / factor;
for (uint32 j = 0; j < Rows (); j++)
for (uint32 k = 0; k < Cols (); k++)
{
fData [j] [k] = Round_int32 (fData [j] [k] * factor) * invFactor;
}
}
virtual SQLfieldList* GetRowPtr()
{
fieldlist = new SQLfieldList();
if (currentrow < rows)
{
for (int i = 0; i < Rows(); i++)
{
fieldlist->push_back(fieldlists[currentrow][i]);
}
currentrow++;
}
return fieldlist;
}
/**
* @brief Converts TNT-based matrix to GSL matrix
*
* Convenience method to convert TNT-based matrix to a GSL matrix.
*
* @param m TNT-based matrix to convert
* @param gm Optional GSL matrix of same size to copy data to
*
* @return gsl_matrix* Pointer to GSL matrix copy
*/
gsl_matrix *GSLUtility::GSLTogsl(const GSLUtility::GSLMatrix &m,
gsl_matrix *gm) const {
if(gm == 0) {
gm = gsl_matrix_alloc(m.dim1(), m.dim2());
}
else if((Rows(gm) != (size_t) m.dim1()) &&
(Columns(gm) != (size_t) m.dim2())) {
ostringstream mess;
mess << "Size of NL matrix (" << m.dim1() << "," << m.dim2()
<< ") not same as GSL matrix (" << Rows(gm) << "," << Columns(gm)
<< ")";
throw IException(IException::Programmer,
mess.str().c_str(),
_FILEINFO_);
}
for(int i = 0 ; i < m.dim1() ; i++) {
for(int j = 0 ; j < m.dim2() ; j++) {
gsl_matrix_set(gm, i, j, m[i][j]);
}
}
return (gm);
}
dng_matrix_4by3::dng_matrix_4by3 (const dng_matrix &m)
: dng_matrix (m)
{
if (Rows () != 4 ||
Cols () != 3)
{
ThrowMatrixMath ();
}
}