68 citations · 297 across the 23 of their papers we have counts for
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math.PR2012
Limit theorems for conditioned non-generic Galton-Watson trees
Igor Kortchemski
We study a particular type of subcritical Galton--Watson trees, which are called non-generic trees in the physics community. In contrast with the critical or supercritical case, it…
math.PR2012★ 28 cited
Random non-crossing plane configurations: A conditioned Galton-Watson tree approach
Nicolas Curien, Igor Kortchemski
We study various models of random non-crossing configurations consisting of diagonals of convex polygons, and focus in particular on uniform dissections and non-crossing trees. For…