@@ -23,7 +23,8 @@ Here is what the module can do:
2323 :meth:`connected_components_sizes` | Return the sizes of the connected components as a list.
2424 :meth:`blocks_and_cut_vertices` | Return the blocks and cut vertices of the graph.
2525 :meth:`blocks_and_cuts_tree` | Return the blocks-and-cuts tree of the graph.
26- :meth:`is_cut_edge` | Return ``True`` if the input edge is a cut-edge or a bridge.
26+ :meth:`is_cut_edge` | Check whether the input edge is a cut-edge or a bridge.
27+ :meth:`is_edge_cut` | Check whether ``edges`` is an edge cut of ``G``.
2728 :meth:`is_cut_vertex` | Check whether the input vertex is a cut-vertex.
2829 :meth:`edge_connectivity` | Return the edge connectivity of the graph.
2930 :meth:`vertex_connectivity` | Return the vertex connectivity of the graph.
@@ -735,7 +736,7 @@ def blocks_and_cuts_tree(G):
735736
736737def is_edge_cut (G , edges ):
737738 """
738- Check whether `èdges `` is an edge cut of ``G``.
739+ Check whether ``edges `` is an edge cut of ``G``.
739740
740741 A set of edges is an edge cut of a graph if its removal increases the number
741742 of connected components. In a digraph, we consider the number of (weakly)
@@ -894,11 +895,15 @@ def is_edge_cut(G, edges):
894895
895896def is_cut_edge (G , u , v = None , label = None ):
896897 """
898+ <<<<<<< HEAD
897899 Return ``True`` if the input edge is a cut-edge or a bridge.
900+ =======
901+ Check whether the input edge is a cut-edge or a bridge.
902+ >>>>>>> 676db03765d (expose in generic_graph.py)
898903
899904 A cut edge (or bridge) is an edge that when removed increases
900- the number of connected components. This function works with
901- simple graphs as well as graphs with loops and multiedges. In
905+ the number of connected components. This function works with
906+ simple graphs as well as graphs with loops and multiedges. In
902907 a digraph, a cut edge is an edge that when removed increases
903908 the number of (weakly) connected components.
904909
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