132         for (typename MatrixType::InnerLowerIterator lIt(m_lu, col); lIt; ++lIt) {  in compute()
133             lIt.valueRef() /= pivot;  in compute()
137         typename MatrixType::InnerLowerIterator lIt(m_lu, col);  in compute()
141             const double coef = lIt.value();  in compute()
152             ++lIt;  in compute()
199                 typename MatrixType::InnerLowerIterator lIt(m_lu, row);  in computeRowMajor()
203                 const Index offset = lIt.col() - uIt.row();  in computeRowMajor()
206                 Index stop = offset > 0 ? col - lIt.col() : col - uIt.row();  in computeRowMajor()
210                 Map<VectorXd > rowVal(lIt.valuePtr() + (offset > 0 ? 0 : -offset), stop);  in computeRowMajor()
219                     lIt += -offset;  in computeRowMajor()
224                     newCoeff = tmp - lIt.value() * uIt.value();  in computeRowMajor()
225                     ++lIt;  in computeRowMajor()
239             typename MatrixType::InnerLowerIterator lIt(m_lu, rrow);  in computeRowMajor()
241             const Index offset = lIt.col() - uIt.row();  in computeRowMajor()
243             Index stop = offset > 0 ? rrow - lIt.col() : rrow - uIt.row();  in computeRowMajor()
246             Map<VectorXd > rowVal(lIt.valuePtr() + (offset > 0 ? 0 : -offset), stop);  in computeRowMajor()
254                 lIt += -offset;  in computeRowMajor()
258                 newCoeff = tmp - lIt.value() * uIt.value();  in computeRowMajor()
260                 ++lIt;  in computeRowMajor()
269         typename MatrixType::InnerLowerIterator lIt(m_lu, row);  in computeRowMajor()
272         const Index offset = lIt.col() - uIt.row();  in computeRowMajor()
275         Index stop = offset > 0 ? lIt.size() : uIt.size();  in computeRowMajor()
277         Map<VectorXd > rowVal(lIt.valuePtr() + (offset > 0 ? 0 : -offset), stop);  in computeRowMajor()
284             lIt += -offset;  in computeRowMajor()
288             newCoeff = tmp - lIt.value() * uIt.value();  in computeRowMajor()
289             ++lIt;  in computeRowMajor()
315         typename MatrixType::InnerLowerIterator lIt(m_lu, row);  in solve()
317         Index col = lIt.col();  in solve()
318         while (lIt.col() < row) {  in solve()
320             newVal -= x->coeff(col++) * lIt.value();  in solve()
321             ++lIt;  in solve()