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partitioning.cc
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1 /*!
2  *
3  * Copyright (C) 2015 Technical University of Liberec. All rights reserved.
4  *
5  * This program is free software; you can redistribute it and/or modify it under
6  * the terms of the GNU General Public License version 3 as published by the
7  * Free Software Foundation. (http://www.gnu.org/licenses/gpl-3.0.en.html)
8  *
9  * This program is distributed in the hope that it will be useful, but WITHOUT
10  * ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS
11  * FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details.
12  *
13  *
14  * @file partitioning.cc
15  * @brief
16  */
17 
18 #include "system/index_types.hh"
19 #include "mesh/partitioning.hh"
20 #include "la/sparse_graph.hh"
21 #include "la/distribution.hh"
22 #include "mesh/mesh.h"
23 #include "mesh/accessors.hh"
24 #include "mesh/range_wrapper.hh"
25 #include "mesh/neighbours.h"
26 
27 #include "petscao.h"
28 
29 
30 namespace IT = Input::Type;
32  return IT::Selection("GraphType",
33  "Different algorithms to make the sparse graph with weighted edges\n"
34  "from the multidimensional mesh. Main difference is dealing with \n"
35  "neighboring of elements of different dimension.")
36  .add_value(any_neighboring, "any_neighboring", "Add an edge for any pair of neighboring elements.")
37  .add_value(any_weight_lower_dim_cuts, "any_weight_lower_dim_cuts", "Same as before and assign higher weight to cuts of lower dimension in order to make them stick to one face.")
38  .add_value(same_dimension_neighboring, "same_dimension_neighboring", "Add an edge for any pair of neighboring elements of the same dimension (bad for matrix multiply).")
39  .close();
40 }
41 
43  return IT::Selection("PartTool", "Select the partitioning tool to use.")
44  .add_value(PETSc, "PETSc", "Use PETSc interface to various partitioning tools.")
45  .add_value(METIS, "METIS", "Use direct interface to Metis.")
46  .close();
47 }
48 
50  static IT::Record input_type = IT::Record("Partition","Setting for various types of mesh partitioning." )
51  .declare_key("tool", Partitioning::get_tool_sel(), IT::Default("\"METIS\""), "Software package used for partitioning. See corresponding selection.")
52  .declare_key("graph_type", Partitioning::get_graph_type_sel(), IT::Default("\"any_neighboring\""), "Algorithm for generating graph and its weights from a multidimensional mesh.")
53  .allow_auto_conversion("graph_type") // mainly in order to allow Default value for the whole record Partition
54  .close();
55  input_type.finish();
56 
57  return input_type;
58 }
59 
60 
62 : mesh_(mesh), in_(in), graph_(NULL), loc_part_(NULL), init_el_ds_(NULL)
63 {
65 }
66 
67 
68 
70  if (loc_part_) delete [] loc_part_;
71  loc_part_ = NULL;
72  if (init_el_ds_) delete init_el_ds_;
73  init_el_ds_ = NULL;
74  if (graph_) delete graph_;
75  graph_ = NULL;
76 }
77 
79  OLD_ASSERT(init_el_ds_, "NULL initial distribution.");
80  return init_el_ds_;
81 }
82 
83 
84 
86  OLD_ASSERT(loc_part_, "NULL local partitioning.");
87  return loc_part_;
88 }
89 
90 
91 
93 
94  Distribution edistr = graph_->get_distr();
95 
96  unsigned int e_idx;
97  unsigned int i_neigh;
98  int i_s, n_s;
99 
100  // Add nigbouring edges only for "any_*" graph types
101  bool neigh_on = ( in_.val<PartitionGraphType>("graph_type") != same_dimension_neighboring );
102 
103  for (auto ele : mesh_->elements_range()) {
104  // skip non-local elements
105  if ( !edistr.is_local( ele.idx() ) )
106  continue;
107 
108  // for all connected elements
109  for (unsigned int si=0; si<ele->n_sides(); si++) {
110  Edge edg = ele.side(si)->edge();
111 
112  for (unsigned int li=0; li<edg.n_sides(); li++) {
113  ASSERT(edg.side(li)->is_valid()).error("NULL side of edge.");
114  e_idx = edg.side(li)->element().idx();
115 
116  // for elements of connected elements, excluding element itself
117  if ( e_idx != ele.idx() ) {
118  graph_->set_edge( ele.idx(), e_idx );
119  }
120  }
121  }
122 
123  // include connections from lower dim. edge
124  // to the higher dimension
125  if (neigh_on) {
126  for (i_neigh = 0; i_neigh < ele->n_neighs_vb(); i_neigh++) {
127  n_s = ele->neigh_vb[i_neigh]->edge().n_sides();
128  for (i_s = 0; i_s < n_s; i_s++) {
129  e_idx = ele->neigh_vb[i_neigh]->edge().side(i_s)->element().idx();
130  graph_->set_edge( ele.idx(), e_idx );
131  graph_->set_edge( e_idx, ele.idx() );
132  }
133  }
134  }
135  }
136  graph_->finalize();
137 }
138 
139 
140 
142 
143 
144  // prepare dual graph
145  switch ( in_.val<PartitionTool>("tool")) {
146  case PETSc:
147  init_el_ds_ = new Distribution(DistributionBlock(), mesh_->n_elements(), mesh_->get_comm() ); // initial distr.
149 
150  break;
151  case METIS:
152  init_el_ds_ = new Distribution(DistributionLocalized(), mesh_->n_elements(), mesh_->get_comm() ); // initial distr.
154  break;
155  }
156  int mesh_size = mesh_->n_elements();
157  int num_of_procs = init_el_ds_->np();
158  if (mesh_size < num_of_procs) { // check if decomposing is possible
159  THROW( ExcDecomposeMesh() << EI_NElems( mesh_size ) << EI_NProcs( num_of_procs ) );
160  }
161 
163 
164  // compute partitioning
167  delete graph_; graph_ = NULL;
168 }
169 
170 
171 
172 
173 /**
174  * Old UGLY, PETSC dependent method for getting new numbering after partitioning.
175  *
176  * n_ids - given maximal ID used in id_4_old
177  * id_4_old - given array of size init_el_ds_.size() - assign ID to an old index
178  *
179  * new_ds - new distribution of elements according to current distributed partitioning loc_part_
180  * id_4_loc - IDs for local elements in new distribution, has size new_ds->lsize()
181  * new_4_id - for given ID, the new index, -1 for unknown IDs
182  *
183  */
184 void Partitioning::id_maps(int n_ids, LongIdx *id_4_old,
185  const Distribution &old_ds, LongIdx *loc_part,
186  Distribution * &new_ds, LongIdx * &id_4_loc, LongIdx * &new_4_id) {
187 
188  IS part, new_numbering;
189  unsigned int size = old_ds.size(); // whole size of distr. array
190  int new_counts[old_ds.np()];
191  AO new_old_ao;
192  int *old_4_new;
193  int i_loc;
194 
195  // make distribution and numbering
196  ISCreateGeneral(PETSC_COMM_WORLD, old_ds.lsize(), loc_part, PETSC_COPY_VALUES, &part); // global IS part.
197  ISPartitioningCount(part, old_ds.np(), new_counts); // new size of each proc
198 
199  new_ds = new Distribution((unsigned int *) new_counts, PETSC_COMM_WORLD); // new distribution
200  ISPartitioningToNumbering(part, &new_numbering); // new numbering
201  ISDestroy(&part);
202 
203  old_4_new = new int [size];
204  id_4_loc = new LongIdx [ new_ds->lsize() ];
205  new_4_id = new LongIdx [ n_ids + 1 ];
206 
207  // create whole new->old mapping on each proc
208  AOCreateBasicIS(new_numbering, PETSC_NULL, &new_old_ao); // app ordering= new; petsc ordering = old
209  ISDestroy(&new_numbering);
210  for (unsigned int i = 0; i < size; i++)
211  old_4_new[i] = i;
212  AOApplicationToPetsc(new_old_ao, size, old_4_new);
213  AODestroy(&(new_old_ao));
214 
215  // compute id_4_loc
216  i_loc = 0;
217 
218  for (unsigned int i_new = new_ds->begin(); i_new < new_ds->end(); i_new++) {
219  id_4_loc[i_loc++] = id_4_old[old_4_new[i_new]];
220  }
221  // compute row_4_id
222  for (i_loc = 0; i_loc <= n_ids; i_loc++)
223  new_4_id[i_loc] = -1; // ensure that all ids are initialized
224  for (unsigned int i_new = 0; i_new < size; i_new++)
225  new_4_id[id_4_old[old_4_new[i_new]]] = i_new;
226 
227 
228  delete [] old_4_new;
229 }
230 
231 
232 void Partitioning::id_maps(int n_ids, LongIdx *id_4_old, Distribution * &new_ds, LongIdx * &id_4_loc, LongIdx * &new_4_id) {
233  Partitioning::id_maps(n_ids, id_4_old, *init_el_ds_, loc_part_, new_ds, id_4_loc, new_4_id);
234 }
235 
236 
237 
238 shared_ptr< vector<int> > Partitioning::subdomain_id_field_data() {
239  ASSERT(loc_part_).error("Partition is not yet computed.\n");
240  if (!seq_part_) {
241  unsigned int seq_size=mesh_->get_el_ds()->lsize();
242  seq_part_ = make_shared< vector<int> >(seq_size, mesh_->get_el_ds()->myp());
243  }
244 
245  return seq_part_;
246 
247 }
SparseGraph::set_edge
void set_edge(const int a, const int b, int weight=1)
Definition: sparse_graph.cc:66
Mesh::get_el_ds
Distribution * get_el_ds() const
Definition: mesh.h:198
Side::edge
Edge edge() const
Returns pointer to the edge connected to the side.
Definition: accessors_impl.hh:221
Distribution::np
unsigned int np() const
get num of processors
Definition: distribution.hh:105
Partitioning::Partitioning
Partitioning(Mesh *mesh, Input::Record in)
Definition: partitioning.cc:61
Partitioning::make_partition
void make_partition()
Definition: partitioning.cc:141
sparse_graph.hh
Distributed sparse graphs, partitioning.
Partitioning::in_
Input::Record in_
Input Record accessor.
Definition: partitioning.hh:121
Distribution::lsize
unsigned int lsize(int proc) const
get local size
Definition: distribution.hh:115
neighbours.h
Partitioning::METIS
@ METIS
Use direct interface to Metis.
Definition: partitioning.hh:106
Distribution::myp
unsigned int myp() const
get my processor
Definition: distribution.hh:107
ASSERT
#define ASSERT(expr)
Allow use shorter versions of macro names if these names is not used with external library.
Definition: asserts.hh:347
Mesh::elements_range
virtual Range< ElementAccessor< 3 > > elements_range() const
Returns range of bulk elements.
Definition: mesh.cc:1130
distribution.hh
Support classes for parallel programing.
Edge::n_sides
unsigned int n_sides() const
Returns number of sides aligned with the edge.
Definition: accessors.hh:343
DistributionLocalized
Definition: distribution.hh:37
Input::Record::val
const Ret val(const string &key) const
Definition: accessors_impl.hh:31
Partitioning::subdomain_id_field_data
shared_ptr< vector< int > > subdomain_id_field_data()
Definition: partitioning.cc:238
Input::Type::Selection::close
const Selection & close() const
Close the Selection, no more values can be added.
Definition: type_selection.cc:65
Partitioning::mesh_
Mesh * mesh_
The input mesh.
Definition: partitioning.hh:119
Partitioning::~Partitioning
~Partitioning()
Destructor.
Definition: partitioning.cc:69
Partitioning::loc_part_
LongIdx * loc_part_
Partition numbers for local elements in original distribution of elements given be init_el_ds_.
Definition: partitioning.hh:126
THROW
#define THROW(whole_exception_expr)
Wrapper for throw. Saves the throwing point.
Definition: exceptions.hh:53
Distribution::size
unsigned int size() const
get global size
Definition: distribution.hh:118
Partitioning::get_loc_part
const LongIdx * get_loc_part() const
Definition: partitioning.cc:85
index_types.hh
Mesh::n_elements
virtual unsigned int n_elements() const
Returns count of boundary or bulk elements.
Definition: mesh.h:398
Partitioning::get_graph_type_sel
static const Input::Type::Selection & get_graph_type_sel()
Input specification objects.
Definition: partitioning.cc:31
SparseGraphPETSC
Definition: sparse_graph.hh:172
Partitioning::graph_
SparseGraph * graph_
Graph used to partitioning the mesh.
Definition: partitioning.hh:124
Input::Type::Default
Class Input::Type::Default specifies default value of keys of a Input::Type::Record.
Definition: type_record.hh:61
Distribution
Definition: distribution.hh:50
accessors.hh
Partitioning::init_el_ds_
Distribution * init_el_ds_
Original distribution of elements. Depends on type of partitioner.
Definition: partitioning.hh:128
Input::Record
Accessor to the data with type Type::Record.
Definition: accessors.hh:291
Partitioning::get_tool_sel
static const Input::Type::Selection & get_tool_sel()
Definition: partitioning.cc:42
Edge::side
SideIter side(const unsigned int i) const
Gets side iterator of the i -th side.
Definition: accessors_impl.hh:171
Partitioning::PartitionTool
PartitionTool
Definition: partitioning.hh:104
Input::Type::Record::allow_auto_conversion
virtual Record & allow_auto_conversion(const string &from_key)
Allows shorter input of the Record providing only value of the from_key given as the parameter.
Definition: type_record.cc:133
Partitioning::any_neighboring
@ any_neighboring
Add edge for any pair of neighboring elements.
Definition: partitioning.hh:113
SparseGraph::finalize
void finalize()
Make sparse graph structures: rows, adj.
Definition: sparse_graph.cc:98
Input::Type::Record::declare_key
Record & declare_key(const string &key, std::shared_ptr< TypeBase > type, const Default &default_value, const string &description, TypeBase::attribute_map key_attributes=TypeBase::attribute_map())
Declares a new key of the Record.
Definition: type_record.cc:503
SparseGraph::partition
virtual void partition(int *loc_part)=0
Side::element
ElementAccessor< 3 > element() const
Returns iterator to the element of the side.
Definition: accessors_impl.hh:212
Partitioning::same_dimension_neighboring
@ same_dimension_neighboring
Add edge for any pair of neighboring elements of same dimension (bad for matrix multiply)
Definition: partitioning.hh:115
mesh.h
Input::Type::Selection
Template for classes storing finite set of named values.
Definition: type_selection.hh:65
Input::Type::Record::close
Record & close() const
Close the Record for further declarations of keys.
Definition: type_record.cc:304
Mesh::get_comm
MPI_Comm get_comm() const
Definition: mesh.h:219
Partitioning::PartitionGraphType
PartitionGraphType
Definition: partitioning.hh:112
Input::Type
Definition: balance.hh:41
partitioning.hh
Partitioning::get_input_type
static const Input::Type::Record & get_input_type()
Definition: partitioning.cc:49
Input::Type::Record
Record type proxy class.
Definition: type_record.hh:182
LongIdx
int LongIdx
Define type that represents indices of large arrays (elements, nodes, dofs etc.)
Definition: index_types.hh:24
Mesh
Definition: mesh.h:98
OLD_ASSERT
#define OLD_ASSERT(...)
Definition: global_defs.h:108
Edge
Definition: accessors.hh:308
Input::Type::Record::finish
FinishStatus finish(FinishStatus finish_type=FinishStatus::regular_) override
Finish declaration of the Record type.
Definition: type_record.cc:243
DistributionBlock
Definition: distribution.hh:33
SparseGraph::get_distr
Distribution get_distr()
Definition: sparse_graph.hh:120
Partitioning::get_init_distr
const Distribution * get_init_distr() const
Definition: partitioning.cc:78
ElementAccessor::idx
unsigned int idx() const
Return local idx of element in boundary / bulk part of element vector.
Definition: accessors.hh:223
Partitioning::seq_part_
shared_ptr< vector< int > > seq_part_
Sequential partitioning for output.
Definition: partitioning.hh:130
Partitioning::id_maps
void id_maps(int n_ids, LongIdx *id_4_old, Distribution *&new_ds, LongIdx *&id_4_loc, LongIdx *&new_4_id)
Definition: partitioning.cc:232
Partitioning::make_element_connection_graph
void make_element_connection_graph()
Definition: partitioning.cc:92
Side::is_valid
bool is_valid() const
Returns true if the side has assigned element.
Definition: accessors.hh:466
Partitioning::PETSc
@ PETSc
Use PETSc interface to various partitioing tools.
Definition: partitioning.hh:105
Partitioning::any_weight_lower_dim_cuts
@ any_weight_lower_dim_cuts
Same as before and assign higher weight to cuts of lower dimension in order to make them stick to one...
Definition: partitioning.hh:114
Input::Type::Selection::add_value
Selection & add_value(const int value, const std::string &key, const std::string &description="", TypeBase::attribute_map attributes=TypeBase::attribute_map())
Adds one new value with name given by key to the Selection.
Definition: type_selection.cc:50
SparseGraphMETIS
Definition: sparse_graph.hh:207
Distribution::is_local
bool is_local(unsigned int idx) const
identify local index
Definition: distribution.hh:120
range_wrapper.hh
Implementation of range helper class.
Distribution::begin
unsigned int begin(int proc) const
get starting local index
Definition: distribution.hh:109