14 citations · 16 across the 2 of their papers we have counts for
3 papers
math.PR2017
Non-robust phase transitions in the generalized clock model on trees
Christof Kuelske, Philipp Schriever
Pemantle and Steif provided a sharp threshold for the existence of a RPT (robust phase transition) for the continuous rotator model and the Potts model in terms of the branching nu…
math.PR2016★ 2 cited
Continuous spin models on annealed generalized random graphs
Sander Dommers, Christof Kuelske, Philipp Schriever
We study Gibbs distributions of spins taking values in a general compact Polish space, interacting via a pair potential along the edges of a generalized random graph with a given a…
math.PR2016★ 14 cited
Gradient Gibbs measures and fuzzy transformations on trees
Christof Kuelske, Philipp Schriever
We study Gibbsian models of unbounded integer-valued spins on trees which possess a symmetry under height-shift. We develop a theory relating boundary laws to gradient Gibbs measur…