Steinberg’s Conjecture is false Series B Journal of Combinatorial Theory,

At the crossroad of Havel’s and Steinberg’s problems, Borodin and Raspaud [11] proved that every planar graph without 3-cycles at distance less than four and without 5-cycles

As a first result towards the 1-2-3 Conjecture, Karo´ nski, Luczak and Thomason proved that there is a set W of 183 real weights such that any graph with no isolated edge admits

In 1990, Erd˝os suggested the following relaxation of Steinberg’s Conjecture: what is the smallest integer i such that every planar graph without cycles of lengths 4 to i

Via the master bijection established in Section 3 and Lemma 11 below, this is reduced to counting rooted d-weighted hypermobiles (whereas counting dark-rooted hypermaps of ingirth

In the view of Ed Stockwell, the regional administrator of the program for the entire USDA Northeast Region, the program's purpose was equally divided between

Mean percentage differences between the monthly sensible cooling energy consumption calculated by an hourly model and that calculated by the correlation, for all

We also prove that aperiodic minimal dendric subshifts cannot have rational topological eigenvalues (Theorem 13), and thus, they cannot be generated by constant length

En conséquence du processus communicationnel organisation- nellement construit de disqualification des plaintes de mal-être, les agents intégrés perçoivent que leurs ressentis et