Last edited by rakan00; Mar 24th 2007 at 09:00 AM.
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Originally Posted by rakan00 please help by explaining in steps
Deﬁnition: A simple graph G is called self-complementary if G and G are isomorphic.
a) Show that the following graph is self-complementary. This one is easy simply fill in what is missing and it is quite trivial to see they are isomorphic.
b) Find a self-complementary simple graph on ﬁve vertices. Look below. (This looks right).
so for a) its missing adjacent between c and d....can you please exaplain the steps to solve question like thatfor b and c i am not surethanx
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