コード例 #1
0
void GraphTimer::draw() {

    ImGui::Begin("Performance");

    std::string title = std::to_string(fps_vectors.at(0).at(counters.at(0)));

    std::vector<ImColor> colors = {
            ImColor(255, 255, 255),
            ImColor(255, 255,   0),
            ImColor(  0, 255, 255),
            ImColor(255,   0, 255),
            ImColor(255,   0,   0),
            ImColor(  0, 255,   0),
            ImColor(  0,   0, 255),
    };

    ImVec2 wh = ImGui::GetContentRegionAvail();
    wh.x -= wh.x * 0.15;
    sf::Vector2f graph_size(wh.x, wh.y);

    ImGui::PlotMultiLines(fps_vectors, title, labels, colors, 200, 0,
                          graph_size);

    ImGui::End();

}
コード例 #2
0
ファイル: main.c プロジェクト: harbolkn/eigen_centrality
/*****
*   Read Users from a File
*
*   Reads UIDs
*   Assigns interests at random
*   Creates similarity matricies
*/
int from_file(int*** uu, int*** ii, int*** interests, int** uid){
    int m, i, j;

    char* file_name = (char*)malloc(sizeof(char)*MAX_WORD); 
    printf("File name: "); scanf("%s", file_name);

    FILE* fp;
    int **int_temp, *uid_temp;

    m = graph_size(fp, file_name);

    // Get UIDs
    int* temp_ids = (int*)calloc(m, sizeof(int));
    temp_ids = get_uid(fp, file_name, m);
    *uid = temp_ids;

    // Make User X Interest Matrix
    assign_interests(m, &int_temp, END);
    *interests = int_temp;

    // Similarities
    similarity(m, int_temp, uu, ii);

    return m;
}
コード例 #3
0
ファイル: graph.c プロジェクト: Gruul/Topological_Sort
status traverse_graph( graph G, searchorder order, status ( *p_func_f )()) {

  status rc ;
  bool *visited;
  int vertex_cnt, edge_cnt, i;

  graph_size( G, &vertex_cnt, &edge_cnt ) ;

  visited = ( bool* )malloc( vertex_cnt * sizeof( bool )) ;

  if( visited == NULL )
    return ERROR ;

  for( i = 0 ; i < vertex_cnt ; i++ )
    visited[i] = FALSE ;

  for( rc = OK, i = 0 ; i < vertex_cnt && rc == OK ; i++ ) {
    if( visited[i] == FALSE ) {
      switch( order ) {

      case DEPTH_FIRST:
	rc = depth_first_search( G, i, visited, p_func_f ) ;
	break ;

      case BREADTH_FIRST:
	break ;

      case TOPOLOGICAL:
	rc = topological_sort( G, vertex_cnt, p_func_f ) ;
	i = vertex_cnt ;
	break ;
      }
    }
  }

  free( visited ) ;
  return rc ;
}