For a MÃ¶bius transformation onto the sphere, there are this many fixed points. For the functionat the center of the Collatz Conjecture, inputting the value of four will yield this result. Disjointneighborhoods exist for any pairs of distinct spaces according to the separability axiom of thisnumber. This is the smallest known Sophie Germain prime. 
For a MÃ¶bius transformation onto the sphere, there are this many fixed points. For the functionat the center of the Collatz Conjecture, inputting the value of four will yield this result. Disjointneighborhoods exist for any pairs of distinct spaces according to the separability axiom of thisnumber. This is the smallest known Sophie Germain prime. A vertex in the simple, but complete "Ksub 3" graph will have this many edges that (*) connect it to another vertex. The Euler characteristic of aconvex polyhedron is this value; that's because the number of vertices plus faces minus edges must equalthis value. A prime number that is one less than a power of this number is a Mersenne prime. For 10 points,name this only even prime number.
For a MÃ¶bius transformation onto the sphere, there are this many fixed points.
two