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after_recursive_call_handler(graph &G, edge &e, node &n) | dfs | [inline, virtual] |
algorithm() | algorithm | [inline] |
before_recursive_call_handler(graph &G, edge &e, node &n) | dfs | [inline, virtual] |
begin() const | dfs | [inline] |
calc_comp_num(bool set) | dfs | |
calc_comp_num() const | dfs | [inline] |
check(graph &G) | dfs | [virtual] |
comp_num(const node &n) const | dfs | [inline] |
dfs() | dfs | |
dfs_iterator typedef | dfs | |
dfs_num(const node &n) const | dfs | [inline] |
end() const | dfs | [inline] |
end_handler(graph &G) | dfs | [inline, virtual] |
entry_handler(graph &G, node &n, node &f) | dfs | [inline, virtual] |
father(const node &n) const | dfs | [inline] |
GTL_ERROR enum value | algorithm | |
GTL_OK enum value | algorithm | |
init_handler(graph &G) | dfs | [inline, virtual] |
leave_handler(graph &G, node &n, node &f) | dfs | [inline, virtual] |
new_start_handler(graph &G, node &n) | dfs | [inline, virtual] |
non_tree_edges_begin() const | dfs | [inline] |
non_tree_edges_end() const | dfs | [inline] |
non_tree_edges_iterator typedef | dfs | |
number_of_reached_nodes() const | dfs | [inline] |
old_adj_node_handler(graph &G, edge &e, node &n) | dfs | [inline, virtual] |
operator[](const node &n) const | dfs | [inline] |
reached(const node &n) const | dfs | [inline] |
reset() | dfs | [virtual] |
roots_begin() const | dfs | [inline] |
roots_end() const | dfs | [inline] |
roots_iterator typedef | dfs | |
run(graph &G) | dfs | [virtual] |
scan_whole_graph(bool set) | dfs | [inline] |
scan_whole_graph() const | dfs | [inline] |
start_node(const node &n) | dfs | [inline] |
start_node() const | dfs | [inline] |
store_non_tree_edges(bool set) | dfs | |
store_non_tree_edges() const | dfs | [inline] |
store_preds(bool set) | dfs | |
store_preds() const | dfs | [inline] |
tree_edges_begin() const | dfs | [inline] |
tree_edges_end() const | dfs | [inline] |
tree_edges_iterator typedef | dfs | |
~algorithm() | algorithm | [inline, virtual] |
~dfs() | dfs | [virtual] |
University of Passau - FMI - Theoretical Computer Science