bool SparseOptimizerIncremental::updateInitialization(HyperGraph::VertexSet& vset, HyperGraph::EdgeSet& eset)
{
if (batchStep) {
return SparseOptimizerOnline::updateInitialization(vset, eset);
}
for (HyperGraph::VertexSet::iterator it = vset.begin(); it != vset.end(); ++it) {
OptimizableGraph::Vertex* v = static_cast<OptimizableGraph::Vertex*>(*it);
v->clearQuadraticForm(); // be sure that b is zero for this vertex
}
// get the touched vertices
_touchedVertices.clear();
for (HyperGraph::EdgeSet::iterator it = eset.begin(); it != eset.end(); ++it) {
OptimizableGraph::Edge* e = static_cast<OptimizableGraph::Edge*>(*it);
OptimizableGraph::Vertex* v1 = static_cast<OptimizableGraph::Vertex*>(e->vertices()[0]);
OptimizableGraph::Vertex* v2 = static_cast<OptimizableGraph::Vertex*>(e->vertices()[1]);
if (! v1->fixed())
_touchedVertices.insert(v1);
if (! v2->fixed())
_touchedVertices.insert(v2);
}
//cerr << PVAR(_touchedVertices.size()) << endl;
// updating the internal structures
std::vector<HyperGraph::Vertex*> newVertices;
newVertices.reserve(vset.size());
_activeVertices.reserve(_activeVertices.size() + vset.size());
_activeEdges.reserve(_activeEdges.size() + eset.size());
for (HyperGraph::EdgeSet::iterator it = eset.begin(); it != eset.end(); ++it)
_activeEdges.push_back(static_cast<OptimizableGraph::Edge*>(*it));
//cerr << "updating internal done." << endl;
// update the index mapping
size_t next = _ivMap.size();
for (HyperGraph::VertexSet::iterator it = vset.begin(); it != vset.end(); ++it) {
OptimizableGraph::Vertex* v=static_cast<OptimizableGraph::Vertex*>(*it);
if (! v->fixed()){
if (! v->marginalized()){
v->setHessianIndex(next);
_ivMap.push_back(v);
newVertices.push_back(v);
_activeVertices.push_back(v);
next++;
}
else // not supported right now
abort();
}
else {
v->setHessianIndex(-1);
}
}
//cerr << "updating index mapping done." << endl;
// backup the tempindex and prepare sorting structure
VertexBackup backupIdx[_touchedVertices.size()];
memset(backupIdx, 0, sizeof(VertexBackup) * _touchedVertices.size());
int idx = 0;
for (HyperGraph::VertexSet::iterator it = _touchedVertices.begin(); it != _touchedVertices.end(); ++it) {
OptimizableGraph::Vertex* v = static_cast<OptimizableGraph::Vertex*>(*it);
backupIdx[idx].hessianIndex = v->hessianIndex();
backupIdx[idx].vertex = v;
backupIdx[idx].hessianData = v->hessianData();
++idx;
}
sort(backupIdx, backupIdx + _touchedVertices.size()); // sort according to the hessianIndex which is the same order as used later by the optimizer
for (int i = 0; i < idx; ++i) {
backupIdx[i].vertex->setHessianIndex(i);
}
//cerr << "backup tempindex done." << endl;
// building the structure of the update
_updateMat.clear(true); // get rid of the old matrix structure
_updateMat.rowBlockIndices().clear();
_updateMat.colBlockIndices().clear();
_updateMat.blockCols().clear();
// placing the current stuff in _updateMat
MatrixXd* lastBlock = 0;
int sizePoses = 0;
for (int i = 0; i < idx; ++i) {
OptimizableGraph::Vertex* v = backupIdx[i].vertex;
int dim = v->dimension();
sizePoses+=dim;
_updateMat.rowBlockIndices().push_back(sizePoses);
_updateMat.colBlockIndices().push_back(sizePoses);
_updateMat.blockCols().push_back(SparseBlockMatrix<MatrixXd>::IntBlockMap());
int ind = v->hessianIndex();
//cerr << PVAR(ind) << endl;
if (ind >= 0) {
MatrixXd* m = _updateMat.block(ind, ind, true);
v->mapHessianMemory(m->data());
lastBlock = m;
}
}
lastBlock->diagonal().array() += 1e-6; // HACK to get Eigen value > 0
for (HyperGraph::EdgeSet::const_iterator it = eset.begin(); it != eset.end(); ++it) {
OptimizableGraph::Edge* e = static_cast<OptimizableGraph::Edge*>(*it);
OptimizableGraph::Vertex* v1 = (OptimizableGraph::Vertex*) e->vertices()[0];
OptimizableGraph::Vertex* v2 = (OptimizableGraph::Vertex*) e->vertices()[1];
int ind1 = v1->hessianIndex();
if (ind1 == -1)
continue;
int ind2 = v2->hessianIndex();
if (ind2 == -1)
continue;
bool transposedBlock = ind1 > ind2;
if (transposedBlock) // make sure, we allocate the upper triangular block
swap(ind1, ind2);
MatrixXd* m = _updateMat.block(ind1, ind2, true);
e->mapHessianMemory(m->data(), 0, 1, transposedBlock);
}
// build the system into _updateMat
for (HyperGraph::EdgeSet::iterator it = eset.begin(); it != eset.end(); ++it) {
OptimizableGraph::Edge * e = static_cast<OptimizableGraph::Edge*>(*it);
e->computeError();
}
for (HyperGraph::EdgeSet::iterator it = eset.begin(); it != eset.end(); ++it) {
OptimizableGraph::Edge* e = static_cast<OptimizableGraph::Edge*>(*it);
e->linearizeOplus();
}
for (HyperGraph::EdgeSet::iterator it = eset.begin(); it != eset.end(); ++it) {
OptimizableGraph::Edge* e = static_cast<OptimizableGraph::Edge*>(*it);
e->constructQuadraticForm();
}
// restore the original data for the vertex
for (int i = 0; i < idx; ++i) {
backupIdx[i].vertex->setHessianIndex(backupIdx[i].hessianIndex);
if (backupIdx[i].hessianData)
backupIdx[i].vertex->mapHessianMemory(backupIdx[i].hessianData);
}
// update the structure of the real block matrix
bool solverStatus = _algorithm->updateStructure(newVertices, eset);
bool updateStatus = computeCholeskyUpdate();
if (! updateStatus) {
cerr << "Error while computing update" << endl;
}
cholmod_sparse* updateAsSparseFactor = cholmod_factor_to_sparse(_cholmodFactor, &_cholmodCommon);
// convert CCS update by permuting back to the permutation of L
if (updateAsSparseFactor->nzmax > _permutedUpdate->nzmax) {
//cerr << "realloc _permutedUpdate" << endl;
cholmod_reallocate_triplet(updateAsSparseFactor->nzmax, _permutedUpdate, &_cholmodCommon);
}
_permutedUpdate->nnz = 0;
_permutedUpdate->nrow = _permutedUpdate->ncol = _L->n;
{
int* Ap = (int*)updateAsSparseFactor->p;
int* Ai = (int*)updateAsSparseFactor->i;
double* Ax = (double*)updateAsSparseFactor->x;
int* Bj = (int*)_permutedUpdate->j;
int* Bi = (int*)_permutedUpdate->i;
double* Bx = (double*)_permutedUpdate->x;
for (size_t c = 0; c < updateAsSparseFactor->ncol; ++c) {
const int& rbeg = Ap[c];
const int& rend = Ap[c+1];
int cc = c / slamDimension;
int coff = c % slamDimension;
const int& cbase = backupIdx[cc].vertex->colInHessian();
const int& ccol = _perm(cbase + coff);
for (int j = rbeg; j < rend; j++) {
const int& r = Ai[j];
const double& val = Ax[j];
int rr = r / slamDimension;
int roff = r % slamDimension;
const int& rbase = backupIdx[rr].vertex->colInHessian();
int row = _perm(rbase + roff);
int col = ccol;
if (col > row) // lower triangular entry
swap(col, row);
Bi[_permutedUpdate->nnz] = row;
Bj[_permutedUpdate->nnz] = col;
Bx[_permutedUpdate->nnz] = val;
++_permutedUpdate->nnz;
}
}
}
cholmod_free_sparse(&updateAsSparseFactor, &_cholmodCommon);
#if 0
cholmod_sparse* updatePermuted = cholmod_triplet_to_sparse(_permutedUpdate, _permutedUpdate->nnz, &_cholmodCommon);
//writeCCSMatrix("update-permuted.txt", updatePermuted->nrow, updatePermuted->ncol, (int*)updatePermuted->p, (int*)updatePermuted->i, (double*)updatePermuted->x, false);
_solverInterface->choleskyUpdate(updatePermuted);
cholmod_free_sparse(&updatePermuted, &_cholmodCommon);
#else
convertTripletUpdateToSparse();
_solverInterface->choleskyUpdate(_permutedUpdateAsSparse);
#endif
return solverStatus;
}
/**
* Populate ans with the pointers from x and modify its scalar
* elements accordingly. Note that later changes to the contents of
* ans will change the contents of the SEXP.
*
* In most cases this function is called through the macros
* AS_CHM_TR() or AS_CHM_TR__(). It is unusual to call it directly.
*
* @param ans a CHM_TR pointer
* @param x pointer to an object that inherits from TsparseMatrix
* @param check_Udiag boolean - should a check for (and consequent
* expansion of) a unit diagonal be performed.
*
* @return ans containing pointers to the slots of x, *unless*
* check_Udiag and x is unitriangular.
*/
CHM_TR as_cholmod_triplet(CHM_TR ans, SEXP x, Rboolean check_Udiag)
{
static const char *valid[] = { MATRIX_VALID_Tsparse, ""};
int ctype = R_check_class_etc(x, valid),
*dims = INTEGER(GET_SLOT(x, Matrix_DimSym));
SEXP islot = GET_SLOT(x, Matrix_iSym);
int m = LENGTH(islot);
Rboolean do_Udiag = (check_Udiag && ctype % 3 == 2 && (*diag_P(x) == 'U'));
if (ctype < 0) error(_("invalid class of object to as_cholmod_triplet"));
memset(ans, 0, sizeof(cholmod_triplet)); /* zero the struct */
ans->itype = CHOLMOD_INT; /* characteristics of the system */
ans->dtype = CHOLMOD_DOUBLE;
/* nzmax, dimensions, types and slots : */
ans->nnz = ans->nzmax = m;
ans->nrow = dims[0];
ans->ncol = dims[1];
ans->stype = stype(ctype, x);
ans->xtype = xtype(ctype);
ans->i = (void *) INTEGER(islot);
ans->j = (void *) INTEGER(GET_SLOT(x, Matrix_jSym));
ans->x = xpt(ctype, x);
if(do_Udiag) {
/* diagU2N(.) "in place", similarly to Tsparse_diagU2N [./Tsparse.c]
(but without new SEXP): */
int k = m + dims[0];
CHM_TR tmp = cholmod_l_copy_triplet(ans, &cl);
int *a_i, *a_j;
if(!cholmod_reallocate_triplet((size_t) k, tmp, &cl))
error(_("as_cholmod_triplet(): could not reallocate for internal diagU2N()"
));
/* TODO? instead of copy_triplet() & reallocate_triplet()
* ---- allocate to correct length + Memcpy() here, as in
* Tsparse_diagU2N() & chTr2Ralloc() below */
a_i = tmp->i;
a_j = tmp->j;
/* add (@i, @j)[k+m] = k, @x[k+m] = 1. for k = 0,..,(n-1) */
for(k=0; k < dims[0]; k++) {
a_i[k+m] = k;
a_j[k+m] = k;
switch(ctype / 3) {
case 0: { /* "d" */
double *a_x = tmp->x;
a_x[k+m] = 1.;
break;
}
case 1: { /* "l" */
int *a_x = tmp->x;
a_x[k+m] = 1;
break;
}
case 2: /* "n" */
break;
case 3: { /* "z" */
double *a_x = tmp->x;
a_x[2*(k+m) ] = 1.;
a_x[2*(k+m)+1] = 0.;
break;
}
}
} /* for(k) */
chTr2Ralloc(ans, tmp);
cholmod_l_free_triplet(&tmp, &c);
} /* else :
* NOTE: if(*diag_P(x) == 'U'), the diagonal is lost (!);
* ---- that may be ok, e.g. if we are just converting from/to Tsparse,
* but is *not* at all ok, e.g. when used before matrix products */
return ans;
}
