Ticket #10560: 15060.patch

sage/graphs/generic_graph.py

@@ -1958 +1958 @@
 
     def eulerian_orientation(self):
         r"""
-        Returns a DiGraph which is an eulerian orientation of the current graph.
-
-        An eulerian graph being a graph such that any vertex has an even degree,
-        an eulerian orientation of a graph is an orientation of its edges such
+        Returns a DiGraph which is an Eulerian orientation of the current graph.
+
+        An Eulerian graph being a graph such that any vertex has an even degree,
+        an Eulerian orientation of a graph is an orientation of its edges such
         that each vertex `v` verifies `d^+(v)=d^-(v)=d(v)/2`, where `d^+` and
         `d^-` respectively represent the out-degree and the in-degree of a vertex.
 
-        If the graph is not eulerian, the orientation verifies for any vertex `v`
+        If the graph is not Eulerian, the orientation verifies for any vertex `v`
         that `| d^+(v)-d^-(v) | \leq 1`.
 
         ALGORITHM:
@@ -1981 +1981 @@
         EXAMPLES:
 
         The CubeGraph with parameter 4, which is regular of even degree, has an
-        eulerian orientation such that `d^+=d^-`::
+        Eulerian orientation such that `d^+=d^-`::
 
             sage: g=graphs.CubeGraph(4)
             sage: g.degree()