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math.CO2018
A Tutte polynomial for maps II: the non-orientable case
Andrew Goodall, Bart Litjens, Guus Regts +1
We construct a new polynomial invariant of maps (graphs embedded in a compact surface, orientable or non-orientable), which contains as specializations the Krushkal polynomial, the…
math.CO2018★ 3 cited
On the circular chromatic number of a subgraph of the Kneser graph
Bart Litjens, Sven Polak, Bart Sevenster +1
Let be positive integers with and . Consider a circle with~ points~ in clockwise order. The -stable \emph{interlacing graph} $\t…