First postulated by Hoffmann-Ostenhof (approx. 2010).
Prove the following conjecture: Every connected cubic graph can be decomposed into a spanning tree, a disjoint union of cycles, and a matching.
First postulated by Hoffmann-Ostenhof (approx. 2010).
Prove the following conjecture: Every connected cubic graph can be decomposed into a spanning tree, a disjoint union of cycles, and a matching.