Paul Kainen suggested that this theorem could be related to quantum computing by applying it to a gedanken device consisting of two rooted cubic plane trees. A recent extension of this statement required the addition of the s-s-reflect extension to the Coq (cock) kernel. This theorem would follow from Wagner's theorem and the truth of the Hadwiger 
Paul Kainen suggested that this theorem could be related to quantum computing by applying it to a gedanken device consisting of two rooted cubic plane trees. A recent extension of this statement required the addition of the s-s-reflect extension to the Coq (cock) kernel. This theorem would follow from Wagner's theorem and the truth of the Hadwiger conjecture for K equals 5. A generalization of this statement says that the quantity in question is equal to the (*) floor of quantity 7 plus quantity square root one plus 48 times genus end quantity all over 2; that statement is named for Heawood. It was proven by finding a set of 1476 reducible configurations by Appel and Haken, who then checked them all using a computer. For 10 points, name this theorem which states that any given map can be filled in with only a limited number of hues.
Paul Kainen suggested that this theorem could be related to quantum computing by applying it to a gedanken device consisting of two rooted cubic plane trees.
four color theorem