Dynamics of Triangulations
classification
🧮 math-ph
cond-mat.stat-mechmath.MP
keywords
exampleprocessestriangulationsbalancedegreesdetaileddistributiondynamics
read the original abstract
We study a few problems related to Markov processes of flipping triangulations of the sphere. We show that these processes are ergodic and mixing, but find a natural example which does not satisfy detailed balance. In this example, the expected distribution of the degrees of the nodes seems to follow the power law $d^{-4}$.
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