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/* ***************************************************************************
*
* KisSplice
* de-novo calling alternative splicing events from RNA-seq data.
*
* ***************************************************************************
*
* Copyright INRIA
* contributors : Vincent Lacroix
* Pierre Peterlongo
* Gustavo Sacomoto
* Vincent Miele
* Alice Julien-Laferriere
* David Parsons
*
* pierre.peterlongo@inria.fr
* vincent.lacroix@univ-lyon1.fr
*
* This software is a computer program whose purpose is to detect alternative
* splicing events from RNA-seq data.
*
* This software is governed by the CeCILL license under French law and
* abiding by the rules of distribution of free software. You can use,
* modify and/ or redistribute the software under the terms of the CeCILL
* license as circulated by CEA, CNRS and INRIA at the following URL
* "http://www.cecill.info".
* As a counterpart to the access to the source code and rights to copy,
* modify and redistribute granted by the license, users are provided only
* with a limited warranty and the software's author, the holder of the
* economic rights, and the successive licensors have only limited
* liability.
* In this respect, the user's attention is drawn to the risks associated
* with loading, using, modifying and/or developing or reproducing the
* software by the user in light of its specific status of free software,
* that may mean that it is complicated to manipulate, and that also
* therefore means that it is reserved for developers and experienced
* professionals having in-depth computer knowledge. Users are therefore
* encouraged to load and test the software's suitability as regards their
* requirements in conditions enabling the security of their systems and/or
* data to be ensured and, more generally, to use and operate it in the
* same conditions as regards security.
*
* The fact that you are presently reading this means that you have had
* knowledge of the CeCILL license and that you accept its terms.
*/
// ===========================================================================
// Include Libraries
// ===========================================================================
#include <stdio.h>
#include <stdlib.h>
#include <string.h>
#include <iostream>
#include <algorithm>
#include <vector>
#include <string>
#include <map>
#include <list>
#include <utility>
#include <cassert>
// ===========================================================================
// Include Project Files
// ===========================================================================
#include "NGraph.h"
#include "debug.h"
#include "CycleCompression.h"
#include "Utils.h"
// ===========================================================================
// Declare Used Namespaces
// ===========================================================================
using namespace std;
// ===========================================================================
// Constant
// ===========================================================================
#define MAX 1024
//############################################################################
// #
// Class NGraph #
// #
//############################################################################
// ===========================================================================
// Constructors
// ===========================================================================
NGraph::NGraph( int kValue, int outputtedSnps )
{
_kValue = kValue;
_nbOutput = outputtedSnps;
}
/*!
TODO : check : Create a NGraph for the BCC passed in edges ? all_edges ?
*/
NGraph::NGraph( CGraph& cgraph, vector<char *>& seqs,
vector<LabelledCEdge>& all_edges, vector<CEdge>& edges )
{
_nbOutput = 0;
for ( int i = 0 ; i < (int)edges.size() ; i++ )
{
int u = edges[i].getFirst();
int v = edges[i].getSecond();
//~ printf( "contructing %s %s (0x%x, 0x%x)\n", seqs[u], seqs[v], seqs[u], seqs[v] );
//~ getchar();
insert_node(std::to_string(u), seqs[u]);
insert_node(std::to_string(v), seqs[v]);
insert_bidirected_edges( all_edges, edges[i] );
edges[i].swap_ends();
insert_bidirected_edges( all_edges, edges[i] );
}
_kValue = cgraph.k_value;
expand_parallel_edges();
}
// ===========================================================================
// Public Methods
// ===========================================================================
void NGraph::insert_empty_node( string u )
{
_strToNode[u] = _nodeToStr.size(); // _nodeToStr.size() corresponds to the current number of nodes in the graph
_nodeToStr.push_back(u);
_nodes.push_back( NNode() );
}
// Insert the new edge u->v (label).
// If the edge u->v is already present with a different label, concatenate <label> to the existing one.
// If its the same label do nothing.
void NGraph::insert_edge( string u, string v, string label )
{
// If the node u doesn't exist, create it
if ( _strToNode.find(u) == _strToNode.end() )
{
insert_empty_node(u);
}
// If the node v doesn't exist, create it
if ( _strToNode.find(v) == _strToNode.end() )
{
insert_empty_node(v);
}
int u_idx = _strToNode[u];
int v_idx = _strToNode[v];
list<NEdge>::iterator it;
for ( it = _nodes[u_idx].getMAdjList().begin() ; it != _nodes[u_idx].getMAdjList().end() ; it++ )
{
if ( it->get_node() == v_idx )
{
int offset;
for ( offset = 0 ; offset+2 <= (int)it->get_labels().size() ; offset += 2 )
{
if ( it->get_labels().substr(offset, 2) == label )
{
break;
}
}
if ( offset == (int)it->get_labels().size() )
{
it->add_label( label );
}
break;
}
}
// The node 'v' is not in the adjList of _nodes[u_idx]
if ( it == getAdjList(u_idx).end() )
{
NEdge new_edge( v_idx, label );
_nodes[u_idx].add_to_adj_list( new_edge );
}
}
void NGraph::insert_node( string v, string seq )
{
// If the node doesn't exist yet, create it and insert it
if ( _strToNode.find(v) == _strToNode.end() )
{
insert_empty_node( v );
}
_nodes[_strToNode[v]].setSequence( seq );
}
void NGraph::insert_bidirected_edges( vector<LabelledCEdge>& all_edges, CEdge edge)
{
char small[3];
char large[3];
small[0] = (char)0;
small[1] = (char)0;
small[2] = '\0'; // Anything strictly smaller than (int)'F'
large[0] = (char)127;
large[1] = (char)0;
large[2] = '\0'; // Anything strictly greater than (int)'R'
vector<LabelledCEdge>::iterator low, upper, it;
low = lower_bound( all_edges.begin(), all_edges.end(), LabelledCEdge( edge, small ) );
upper = upper_bound( all_edges.begin(), all_edges.end(), LabelledCEdge( edge, large ) );
for ( it = low ; it != upper ; it++ )
{
int u = it->getFirst();
int v = it->getSecond();
insert_edge(std::to_string(u), std::to_string(v), it->label);
}
}
/*!
\brief Modifies the structure of the adjacency list to reflect the parallel
edges of the graph.
*/
void NGraph::expand_parallel_edges( void )
{
// For each node in the graph...
for ( int v = 0 ; v < (int)_nodes.size() ; v++ )
{
list<NEdge> to_add;
list<NEdge>::iterator it;
// For each neighbour of the current node
for ( it = _nodes[v].getMAdjList().begin() ; it != _nodes[v].getMAdjList().end() ; it++ )
{
for ( int offset = 2 ; offset+2 <= (int)it->get_labels().size() ; offset += 2 )
{
to_add.push_back( NEdge( it->get_node(), it->get_labels().substr(offset, 2) ) );
}
// Keep just the first label
if ( (int)it->get_labels().size() > 2 )
{
it->del_all_but_first();
}
}
// Add the parallel edges
if ( to_add.size() != 0 )
{
_nodes[v].getMAdjList().splice( _nodes[v].getMAdjList().begin(), to_add );
}
}
}
/*!
* \brief Searchs and compress bubbles into NGraph
* \param *compressed_bubbles number of compressed bubbles
* \param snp_log_file
* \param bccid: index of the bcc being searched and compressed.
* \param output_context
*/
void NGraph::compress_all_bubbles( int *compressed_bubbles, FILE * snp_log_file, const int bccid, const bool output_context )
{
bool *removed = new bool[2 * (int)_nodes.size() + MAX];
for ( int i = 0; i < (2*(int)_nodes.size() + MAX); i++ )
{
removed[i] = false;
}
// Some vertices may be added to graph 'g', but we need to traverse
// just the original ones.
int initial_size = (int)_nodes.size();
// Tries to close a bubble from every node with out_degree = 2
for (int u = initial_size - 1; u >= 0 ; u--)
{
if ( not removed[u] )
{
DEBUG(cerr << "compress_all_bubbles, u = " << u << "\n";)
// Looks for a bubble with opening node u
find_and_compress_bubble( u, 'F', removed, snp_log_file, bccid, output_context);
// Looks for a bubble with opening node R(u)
find_and_compress_bubble( u, 'R', removed, snp_log_file, bccid, output_context);
}
}
(*compressed_bubbles) = _nodes.size() - initial_size;
*this = remove_marked_nodes( *this, removed, false );
delete [] removed;
}
// Removes the arcs of (open -> u), (open -> l); adds the arc (open ->
// new_idx) and (R(new_idx) -> R(open))
/*!
* \brief Fix_bubble_neighborhood
* \param &new_node
* \param new_idx
* \param new_dir
* \param open
* \param u
* \param l
* \param *removed
*/
void NGraph::fix_bubble_neighborhood( NNode& new_node, int new_idx,
char new_dir, idx_dir open, idx_dir u, idx_dir l, bool *removed )
{
int v = open.first;
char v_dir = open.second;
// Find the arcs correspond to open -> u and open -> l, with the
// direction 'open.second'.
list<NEdge>::iterator it;
list<NEdge>::iterator to_erase[2];
int idx = 0;
for ( it = _nodes[v].getMAdjList().begin() ; it != _nodes[v].getMAdjList().end() ; it++ )
{
if (!removed[it->get_node()] && it->get_labels()[0] == v_dir)
{
idx_dir curr = make_pair(it->get_node(), it->get_labels()[1]);
if ( is_same_node(curr, u) || is_same_node(curr, l) )
{
to_erase[idx++] = it;
}
if ( idx == 2 )
{
break;
}
}
}
_nodes[v].getMAdjList().erase(to_erase[0]);
_nodes[v].getMAdjList().erase(to_erase[1]);
// Adds the arc (v -> new_idx), with label (v_dir + new_dir)
_nodes[v].add_to_adj_list( NEdge( new_idx, v_dir, new_dir ) );
// Adds the reverse arc (new_idx -> v), with label (R(new_dir) + R(v_dir))
new_node.add_to_adj_list( NEdge( v, reverse_dir(new_dir), reverse_dir(v_dir) ) );
}
// Looks for a bubble from 'u' in the direction 'dir'. If found,
// compress the bubble, adding a new node. Necessary with the arc (u ->
// new_node) with label 'dir + dir'; and (new_node -> u) with label
// 'R(dir) + R(dir)'.
/*!
* \brief Find and compress bubble if it is a SNPs
* \param u the node tried
* \param dir the direction to go where
* \param removed the nodes to be removed
* \param snp_log_file indicator
* \param bccid index of the bcc being compressed
*/
void NGraph::find_and_compress_bubble( int u, char dir, bool *removed,
FILE * snp_log_file, const int bccid, const bool output_context)
{
// I'm assuming that the switching node that opens the bubble should
// have out degree exactly 2.
if ( get_out_degree(u, dir) != 2 )
{
return;
}
idx_dir open = make_pair(u, dir);
// Find the two lips
idx_dir lips[2];
int n_lips = 0;
list<NEdge>::const_iterator it;
for ( it = getAdjList(u).begin() ; it != getAdjList(u).end() ; it++ )
{
if ( not removed[it->get_node()] && it->get_labels()[0] == dir )
{
lips[n_lips++] = make_pair(it->get_node(), it->get_labels()[1]);
}
}
// Upper and lower lips should have the same length
if ( _nodes[lips[0].first].getSequence().size() != _nodes[lips[1].first].getSequence().size() )
{
return;
}
// Upper and lower lips cannot be the same node
if (lips[0].first == lips[1].first)
{
return;
}
// Check if it's possible to close the bubble.
idx_dir close = close_bubble( open, lips[0], lips[1]);
DEBUG(cerr << "find_and_compress_bubble, close = " << close.first << "\n";)
if (close.first != -1)
{
DEBUG(fprintf(stderr, "find_and_compress_bubble, open = (%d, %c), l[0] = (%d, %c), l[1] = (%d,%c), close = (%d, %c)\n", open.first, open.second, lips[0].first, lips[0].second, lips[1].first, lips[1].second, close.first, close.second);)
NNode new_node;
int new_idx = (int)_nodes.size();
// Fix neighborhoods
fix_bubble_neighborhood( new_node, new_idx, dir, open, lips[0], lips[1], removed );
fix_bubble_neighborhood( new_node, new_idx, reverse_dir(dir), reverse_dir(close),
reverse_dir(lips[0]), reverse_dir(lips[1]), removed );
// Remove the old nodes
removed[lips[0].first] = true;
removed[lips[1].first] = true;
// Add the new node to _nodes and _nodeSequences
string new_seq = merge_nodes( dir, lips[0], lips[1] );
new_node.setSequence( new_seq );
_nodes.push_back( new_node );
// Output the bubble in the log file
output_bubble( dir, lips[0], lips[1], open, close, snp_log_file, bccid, output_context);
// Incrementing the bubble count
incrementNbOutput();
}
}
/*!
*\brief Merges two nodes creating a new one composed with the merge sequences
*\brief and print the corresponding lower and upper path into
* the snp file.
* \param dir
* \param u
* \param l
* \param snp_log_file
* \param bccid
*/
string NGraph::merge_nodes( char dir, idx_dir u, idx_dir l )
{
string new_seq;
string u_seq = _nodes[u.first].getSequence();
string l_seq = _nodes[l.first].getSequence();
if (u.second != dir) u_seq = reverse_complement(u_seq);
if (l.second != dir) l_seq = reverse_complement(l_seq);
new_seq = merge_sequences(u_seq, l_seq);
return new_seq;
}
void NGraph::output_bubble( char dir, idx_dir u, idx_dir l, idx_dir open, idx_dir close,
FILE * snp_log_file, const int bccid, const bool output_context)
{
string u_seq = _nodes[u.first].getSequence();
string l_seq = _nodes[l.first].getSequence();
if (u.second != dir) u_seq = reverse_complement(u_seq);
if (l.second != dir) l_seq = reverse_complement(l_seq);
int numCycle = getNbOutput();
int contextL = 0;
int contextR = 0;
string open_seq = open.second == 'F' ? _nodes[open.first].getSequence() : reverse_complement(_nodes[open.first].getSequence());
string close_seq = close.second == 'F' ? _nodes[close.first].getSequence() : reverse_complement(_nodes[close.first].getSequence());
// This is a bit misleading. The bubble is always output in the
// forward direction. So when dir (the direction in which the
// bubble was found) is 'R' we need to revert everything to
// preserve the inner nodes in forward direction 'F'.
if (dir == 'R')
{
swap(open_seq, close_seq);
open_seq = reverse_complement(open_seq);
close_seq = reverse_complement(close_seq);
}
int k = getKValue();
if (output_context)
{
contextL = open_seq.size() - k;
contextR = close_seq.size() - k;
u_seq = open_seq.substr(0, open_seq.size() - (k-1) ) + u_seq + close_seq.substr(k-1);
l_seq = open_seq.substr(0, open_seq.size() - (k-1) ) + l_seq + close_seq.substr(k-1);
}
else
{
u_seq = open_seq.substr(open_seq.size()-k, 1 ) + u_seq + close_seq.substr( k-1, 1);
l_seq = open_seq.substr(open_seq.size()-k, 1 ) + l_seq + close_seq.substr( k-1, 1);
}
output_sequences( u_seq, l_seq, snp_log_file, bccid, numCycle, contextL , contextR, k );
}
// From 'curr', check if there is only one out-neighbor (in both
// directions), different from 'prev'. If it's true, return 'true' and
// put this node in 'next'.
/*!
* \brief Look for an out-neighbor of the current node different of prev.
* Return TRUE if one is found
* \param prev the previous neighbor
* \param curr the current node& direction being studied
* \param &next the outgoing possible neighbor if found
*/
bool NGraph::follow_path(idx_dir prev, idx_dir curr, idx_dir &next) const
{
if ( get_out_degree( curr.first, curr.second ) != 1
|| get_out_degree( curr.first, reverse_dir( curr.second ) ) != 1 )
{
return false;
}
list<NEdge>::const_iterator it;
for ( it = getAdjList(curr.first).begin() ; it != getAdjList(curr.first).end() ; it++ )
{
if ( it->get_labels()[0] == curr.second && it->get_node() != prev.first )
{
next = make_pair( it->get_node(), it->get_labels()[1] );
return true;
}
}
return false;
}
/*!
* \brief Looks for the index and direction of the node closing the current
* bubble defined by open, upper and lower
*/
idx_dir NGraph::close_bubble( idx_dir open, idx_dir upper, idx_dir lower) const
{
idx_dir close = make_pair(-1, '-'), u_close, l_close;
if (follow_path( open, upper, u_close) && follow_path( open, lower, l_close))
{
if (u_close.first == l_close.first && u_close.second == l_close.second)
{
close = u_close;
}
}
return close;
}
// ============== Path compression methods
// Compress all linear path and output the graph to the files.
/*!
* \brief Compress all linear paths of the NGraph object
*/
void NGraph::compress_all_paths( void )
{
bool* visited = new bool[2 * _nodes.size() + MAX];
bool* removed = new bool[2 * _nodes.size() + MAX];
for ( int i = 0; i < (2 * (int)_nodes.size() + MAX); i++ )
{
visited[i] = removed[i] = false;
}
list<path_t> paths_list;
for (int i = 0; i < (int)_nodes.size(); i++)
{
if (!visited[i])
{
DEBUG(cerr << "Explore node: " << i << "\n";)
path_t path = find_maximal_linear_path( i, 'F');
paths_list.push_back(path);
// Mark all visited nodes. It may be just a single node.
path_t::iterator it;
for (it = path.begin(); it != path.end(); it++)
{
visited[it->first] = true;
}
}
}
delete [] visited;
list<path_t>::iterator it;
for (it = paths_list.begin(); it != paths_list.end(); it++)
{
compress_path( *it, removed);
}
DEBUG(cerr << "compress_all_path, out\n";)
*this = remove_marked_nodes( *this, removed, false);
delete [] removed;
}
/* \brief Compress the current path removing the inter-nodes (non branching nodes)
* and updates the NGraph object
* \param path: the current path
* \param removed: nodes to be removed
*/
void NGraph::compress_path( list< pair<int,char> > path, bool removed[] )
{
// Nothing to compress
if (path.size() == 1) return;
DEBUG(fprintf(stderr, "compress_path\n");)
DEBUG(print_path(path);)
// Mark nodes to remove
list<pair<int,char> >::iterator it;
for ( it = path.begin(); it != path.end(); it++ )
{
removed[it->first] = true;
}
// Fix the neighborhoods
int first = path.back().first, last = path.front().first;
char first_dir = path.back().second, last_dir = path.front().second;
NNode new_node;
int new_node_idx = (int)_nodes.size();
DEBUG(cerr << "new_node_idx = " << new_node_idx << "\n";)
// TODO: Fix the neighbors when 'path' is a cycle, currently we
// don't add the self-loop
fix_neighborhood( new_node, new_node_idx, first, first_dir, removed);
fix_neighborhood( new_node, new_node_idx, last, last_dir, removed);
// Fix the sequences
string new_seq = get_path_sequence( path);
DEBUG(cerr << "compress_path, new_node_nb.size = " << new_node.getAdjList().size() << "\n";)
new_node.setSequence( new_seq );
_nodes.push_back( new_node );
}
/*!
\brief Search the maximal linear path that includes the vertex 'start'
considering the direction 'dir'and returns it.
\param start the vertex to be included
\param dir the direction
*/
path_t NGraph::find_maximal_linear_path( int start, char dir ) const
{
path_t path;
path.push_back(make_pair(start, dir));
// Explore left side (forward) of the path:
// o <- o <- start
int left = start;
char left_dir = dir;
while ((left = next_node( left, left_dir, &left_dir)) != -1 && left != start)
path.push_front(make_pair(left, left_dir));
// It's a cycle. We don't need to explore the other side.
if (left == start)
return path;
// Explore right side (reverse) of the path:
// start <- o <- o
// It's equivalent to go forward on the reverse of dir.
int right = start;
char right_dir = reverse_dir(dir);
while ((right = next_node( right, right_dir, &right_dir)) != -1)
path.push_back(make_pair(right, reverse_dir(right_dir)));
return path;
}
/*!
\brief Checks if the path given by 'start' and direction 'dir' can be
extended to left. Returns the next node or -1.
\param start the starting node
\param dir the direction to go to
\param next_dir the future direction to go to
*/
int NGraph::next_node( int start, char dir, char *next_dir ) const
{
int next = -1;
if ( get_out_degree(start,dir) == 1 && get_in_degree(start,dir) == 1 )
{
DEBUG( fprintf( stderr, "out_degree = %d\n", get_out_degree(start,dir) ); )
list<NEdge>::const_iterator it;
for ( it = getAdjList(start).begin() ; it != getAdjList(start).end() ; it++ )
{
if ( it->get_labels()[0] == dir )
{
next = it->get_node();
*next_dir = it->get_labels()[1];
break;
}
}
DEBUG(cerr << "next = " << _nodeToStr[next] << "\n";)
if ( get_in_degree(next, *next_dir) == 1 && get_out_degree(next, *next_dir) == 1 )
{
return next;
}
}
return -1;
}
/*!
* \brief Concatenates the sequences of the path respecting the orientations
\param path the path
*/
string NGraph::get_path_sequence( path_t path )
{
if (path.size() == 1)
{
string curr_node_seq = _nodes[path.front().first].getSequence();
if (path.front().second == 'R')
{
curr_node_seq = reverse_complement(curr_node_seq);
}
return curr_node_seq;
}
// path: curr <- previous ...
int curr = path.front().first;
char dir = path.front().second;
string previous;
string curr_node;
curr_node = ( dir == 'R' ? reverse_complement(_nodes[curr].getSequence()) : _nodes[curr].getSequence() );
path.pop_front();
previous = get_path_sequence( path );
// Removes the prefix of size (k-1) from the current node
curr_node.erase(0, _kValue - 1);
previous += curr_node;
return previous;
}
// Changes all the incoming arcs of 'node' to point to 'new_idx', if
// necessary flip the orientations. Returns all the the outgoing arcs
// of 'node' in 'new_node_nb'.
/*!
* \brief update the neighborhood after the compressions of the paths
* \param new_node a new node
* \param new_idx index of the new node
* \param node_id neighbor node
* \param dir direction of the neighbor node labeled
* \param removed the removed nodes
*/
void NGraph::fix_neighborhood( NNode& new_node, int new_idx, int node_id,
char dir, bool removed[] )
{
list<NEdge>::iterator it;
for ( it = _nodes[node_id].getMAdjList().begin() ; it != _nodes[node_id].getAdjList().end() ; it++ )
{
if ( not removed[it->get_node()] )
{
DEBUG(cerr << "Fix neighborhood, node = "<< node_id << "\n";)
// Fixing outgoing arc: 'node -> (it->node)'
NEdge new_edge = *it;
// If 'node' is used in reverse direction, we need to flip the
// directions of the out-going arcs.
if ( dir == 'R' )
{
new_edge.revert_dir( 0 );
}
new_node.getMAdjList().push_back( new_edge );
// Fixing incoming arcs: 'v -> node' (there can be more than one)
int v = it->get_node();
list<NEdge>::iterator iit;
for ( iit = _nodes[v].getMAdjList().begin() ; iit != _nodes[v].getMAdjList().end() ; iit++ )
{
if ( iit->get_node() == node_id )
{
DEBUG(cerr << "iit->node = " << iit->get_node() << "\n";)
iit->set_node( new_idx );
// If 'node' is used in reverse direction, we need to flip the
// directions of the incoming arcs
if ( dir == 'R' )
{
iit->revert_dir(1);
}
}
}
}
}
}
// ================ Writing methods
void NGraph::print_graph_edges( FILE *stream, string (*node_label)(int), bool *filter, bool value ) const
{
for (int u = 0; u < (int)_nodes.size(); u++ )
{
if ( filter == NULL || filter[u] == value )
{
list<NEdge>::const_iterator it;
for ( it = getAdjList(u).begin() ; it != getAdjList(u).end() ; it++ )
{
if ( filter == NULL || filter[it->get_node()] == value )
{
string u_lbl = (node_label == NULL ? _nodeToStr[u] : node_label(u));
string v_lbl = (node_label == NULL ? _nodeToStr[it->get_node()] : node_label(it->get_node()));
fprintf( stream, "%s\t%s\t%s\n", u_lbl.c_str(), v_lbl.c_str(), it->get_labels().c_str() );
}
}
}
}
}
void NGraph::print_graph_nodes( FILE *stream, string (*node_label)(int), bool *filter, bool value) const
{
for (int u = 0; u < (int)_nodes.size(); u++)
{
if (filter == NULL || filter[u] == value)
{
string u_lbl = ( node_label == NULL ? _nodeToStr[u] : node_label(u) );
string seq = _nodes[u].getSequence();
string seq_r = reverse_complement( _nodes[u].getSequence() );
fprintf( stream, "%s\t%s\t%s\n", u_lbl.c_str(), seq.c_str(), seq_r.c_str() );
}
}
}
//new code
void NGraph::print_graph_edges_new( int *lines_written, FILE *stream1, FILE *stream, string (*node_label)(int), bool *filter, bool value ) const
{
for (int u = 0; u < (int)_nodes.size(); u++ )
{
if ( filter == NULL || filter[u] == value )
{
list<NEdge>::const_iterator it;
for ( it = getAdjList(u).begin() ; it != getAdjList(u).end() ; it++ )
{
if ( filter == NULL || filter[it->get_node()] == value )
{
string u_lbl = (node_label == NULL ? _nodeToStr[u] : node_label(u));
string v_lbl = (node_label == NULL ? _nodeToStr[it->get_node()] : node_label(it->get_node()));
fprintf( stream, "%s\t%s\t%s\n", u_lbl.c_str(), v_lbl.c_str(), it->get_labels().c_str() );
*lines_written = *lines_written + 1;
}
}
}
}
fprintf( stream1, "%d\n",*lines_written );
}
void NGraph::print_graph_nodes_new( int *lines_written, FILE *stream1, FILE *stream, string (*node_label)(int), bool *filter, bool value) const
{
for (int u = 0; u < (int)_nodes.size(); u++)
{
if (filter == NULL || filter[u] == value)
{
string u_lbl = ( node_label == NULL ? _nodeToStr[u] : node_label(u) );
string seq = _nodes[u].getSequence();
string seq_r = reverse_complement( _nodes[u].getSequence() );
fprintf( stream, "%s\t%s\t%s\n", u_lbl.c_str(), seq.c_str(), seq_r.c_str() );
*lines_written = *lines_written + 1;
}
}
fprintf( stream1, "%d\n",*lines_written );
}
//end new code
list<NEdge>::iterator NGraph::eraseAdjList( int node_id, int w )
{
list<NEdge>::iterator it;
for ( it = _nodes[node_id].getMAdjList().begin() ; it != _nodes[node_id].getMAdjList().end() ; it++ )
{
if ( it->get_node() == w )
{
return _nodes[node_id].getMAdjList().erase( it );
}
}
// Should never be reached
assert( false );
return it;
}
// ===========================================================================
// Non inline accessors
// ===========================================================================
int NGraph::get_in_degree( int node, char dir ) const
{
return get_out_degree( node, reverse_dir(dir) );
}
int NGraph::get_out_degree( int node, char dir ) const
{
int degree = 0;
list<NEdge>::const_iterator it;
for ( it = getAdjList(node).begin() ; it != getAdjList(node).end() ; it++ )
{
if ( it->get_labels()[0] == dir )
{
degree++;
}
}
return degree;
}
// ===========================================================================
// Utilities graph's functions
// ===========================================================================
// TODO: Move to graph_utils
void read_graph_edges(NGraph& g, FILE* edge_file)
{
char *buffer = new char[100 * MAX], *u = new char[MAX], *v = new char[MAX], *label = new char[MAX];
while (fgets(buffer, 100 * MAX, edge_file) != NULL)
{
char *p;
// out going node
p = strtok(buffer, "\t\n");
strcpy(u, p);
// in coming node
p = strtok(NULL, "\t\n");
strcpy(v, p);
// edge label
p = strtok(NULL, "\t\n");
strcpy(label, p);
// Coverage values, ignore them for now
//while (p != NULL)
// p = strtok(NULL, "\t\n");
g.insert_edge(u, v, label);
}
}
// Sequence size is limited to 100 * MAX
void read_graph_nodes(NGraph& g, FILE* node_file)
{
char *buffer = new char[100 * MAX], *str = new char[MAX], *seq = new char[100*MAX];
fprintf(stdout, "NGraph : read_graph_nodes \n");
while (fgets(buffer, 100 * MAX, node_file) != NULL)
{
char *p;
fprintf(stdout, "NGraph : buffer nodes: %s\n",buffer);
if (strlen(buffer) == 100 * MAX)
{
p = strtok(buffer, "\t\n");
fprintf(stdout, "ERROR: node %s with sequence larger than %d!", p, 100 * MAX);
exit(0);
}
// Node label
p = strtok(buffer, "\t\n");
strcpy(str, p);
// Node seq
p = strtok(NULL, "\t\n");
strcpy(seq, p);
g.insert_node(str, seq);
}
}
/*!
* \brief Returns a NGraph like g without some nodes (marked nodes)
*
* \param g the original NGraph object
* \param filter pointer to a boolean array, contains one value per nodes
* \param value the removal value (T/F). If for a node i of the _nodes vector attribute, filter[i] equals to value
* then the node i will not be into the remaining graph.
*/
//new code
void read_graph_edges_new(NGraph& g, FILE* info_file, FILE* contents_file, FILE* data_file, int *required_sequence, int *file_index)
{
char *buffer = new char[100 * MAX], *u = new char[MAX], *v = new char[MAX], *label = new char[MAX];
int written_lines_before, written_lines_for_record, written_lines;
// have to scan the
fprintf(stdout, "NGraph : NEW read_graph_edges read required sequence %d file_index = %d\n",*required_sequence,*file_index);
//normally would skip directly to the record, but for the time being use the formatted file
for (int i = 0; i < *required_sequence+*file_index-2 ; i++) fgets(buffer, 100 * MAX, contents_file);
fscanf(contents_file, "%d \n",&written_lines_before );
fscanf(contents_file, "%d \n",&written_lines_for_record );
fprintf(stdout, "\n written_lines_before = %d written_lines_for_record = %d\n",written_lines_before,written_lines_for_record);
// if a graph edge was not written to disk
if ( written_lines_before == written_lines_for_record)
{ fprintf(stderr, "The required record %d does not exist in the bcc graph !\n", *required_sequence); exit(0); }
// where to search the record
written_lines = written_lines_for_record - written_lines_before;
//normally would skip directly to the record, but for the time being use the formatted file
for (int i = 0; i < written_lines_before ; i++) fgets(buffer, 100 * MAX, data_file);
for (int i = 0; i < written_lines ; i++) {
char *p;
fgets(buffer, 100 * MAX, data_file);
fprintf(stdout, "NGraph : buffer edges: %s\n",buffer);
// out going node
p = strtok(buffer, "\t\n");
strcpy(u, p);
// in coming node
p = strtok(NULL, "\t\n");
strcpy(v, p);
// edge label
p = strtok(NULL, "\t\n");
strcpy(label, p);
// Coverage values, ignore them for now
//while (p != NULL)
// p = strtok(NULL, "\t\n");
g.insert_edge(u, v, label);
}
}
// Sequence size is limited to 100 * MAX
void read_graph_nodes_new(NGraph& g, FILE* info_file, FILE* contents_file, FILE* data_file, int *required_sequence, int *file_index)
{
char *buffer = new char[100 * MAX], *str = new char[MAX], *seq = new char[100*MAX];
int written_lines_before, written_lines_for_record, written_lines;
// have to scan the
fprintf(stdout, "NGraph : NEW read_graph_nodes read required sequence %d file_index = %d\n",*required_sequence,*file_index);
//normally would skip directly to the record, but for the time being use the formatted file
for (int i = 0; i < *required_sequence+*file_index-2 ; i++) fgets(buffer, 100 * MAX, contents_file);
fscanf(contents_file, "%d \n",&written_lines_before );
fscanf(contents_file, "%d \n",&written_lines_for_record );
fprintf(stdout, "\n written_lines_before = %d written_lines_for_record = %d\n",written_lines_before,written_lines_for_record);
// if a graph node was not written to disk
if ( written_lines_before == written_lines_for_record)
{ fprintf(stderr, "The required record %d does not exist in the bcc graph !\n", *required_sequence); exit(0); }
// where to search the record
written_lines = written_lines_for_record - written_lines_before;
//normally would skip directly to the record, but for the time being use the formatted file
for (int i = 0; i < written_lines_before ; i++) { fgets(buffer, 100 * MAX, data_file); }
for (int i = 0; i < written_lines ; i++) {
char *p;
fgets(buffer, 100 * MAX, data_file);
fprintf(stdout, "NGraph : buffer nodes: %s\n",buffer);
if (strlen(buffer) == 100 * MAX)
{
p = strtok(buffer, "\t\n");
fprintf(stdout, "ERROR: node %s with sequence larger than %d!", p, 100 * MAX);
exit(0);
}
// Node label
p = strtok(buffer, "\t\n");
strcpy(str, p);
// Node seq
p = strtok(NULL, "\t\n");
strcpy(seq, p);
g.insert_node(str, seq);
}
}
// end new code
NGraph remove_marked_nodes( NGraph& g, bool* filter, bool value )
{
if ( filter == NULL )
{
return g;
}
NGraph new_g( g.getKValue(), g.getNbOutput() );
for ( int u = 0 ; u < (int)g.getNbNodes() ; u++ )
{
if ( filter[u] == value )
{
string u_sequence = g.getSequence(u);
new_g.insert_node(std::to_string(u), u_sequence);
if ( filter[u] == value )
{
list<NEdge>::const_iterator it;
for ( it = g.getAdjList(u).begin() ; it != g.getAdjList(u).end() ; it++ )
{
if ( filter[it->get_node()] == value )
{
new_g.insert_edge(std::to_string(u), std::to_string(it->get_node()), it->get_labels());
}
}
}
}
}
// For the new_g, need to re-expand the possible parallel edges
new_g.expand_parallel_edges();
return new_g;
}
// Only use in DEBUG
void print_path(list<pair<int,char> > path)
{
if (path.size() != 1)
{
fprintf (stderr, "Path: ");
list<pair<int,char> >::iterator it;
for (it = path.begin(); it != path.end(); it++)
fprintf(stderr, "(%d, %c) ", it->first, it->second);
fprintf(stderr, "\n");
}
}
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