7 citations · 7 across the 2 of their papers we have counts for
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math.CO2005★ 7 cited
Spiral Chains: The Proofs of Tait's and Tutte's Three-Edge-Coloring Conjectures
I. Cahit
In this paper we have shown without assuming the four color theorem of planar graphs that every (bridgeless) cubic planar graph has a three-edge-coloring. This is an old-conjecture…
math.CO2004
Three Colorability of an Arrangement Graph of Great Circles
I. Cahit
Stan Wagon asked the following in 2000. Is every zonohedron face 3-colorable when viewed as a planar map? An equivalent question, under a different guise, is the following: is the…