I am asked to find the number of spanning tree of a petersen graph. I have to tried to count it but i realise i can't because there are so many different combination.
Are there any method that i can actually calculate it?
Thanks
I am asked to find the number of spanning tree of a petersen graph. I have to tried to count it but i realise i can't because there are so many different combination.
Are there any method that i can actually calculate it?
Thanks
The number is 2000. Refer chapter 6, Algebraic graph theory, Norman Biggs. Note that Petersen graph is the complement of the line graph of K5.