10 citations · 15 across the 2 of their papers we have counts for
3 papers
math.PR2025
Interlacing sequences resulting from an interval split-merge dynamics and the induced probability measures
Serge Cohen, James Norris, Michel Pain +1
We study sequences of partitions of the unit interval into subintervals, starting from the trivial partition, in which each partition is obtained from the one before by splitting i…
math.PR2004★ 5 cited
Essential edges in Poisson random hypergraphs
Christina Goldschmidt, James Norris
Consider a random hypergraph on a set of N vertices in which, for k between 1 and N, a Poisson(N beta_k) number of hyperedges is scattered randomly over all subsets of size k. We c…
math.PR2003★ 10 cited
Continuous and discontinuous phase transitions in hypergraph processes
R. W. R. Darling, D. A. Levin, J. R. Norris
Let V denote a set of N vertices. To construct a "hypergraph process", create a new hyperedge at each event time of a Poisson process; the cardinality K of this hyperedge is random…