Condensation in random trees

CIRM

A subcritical Galton-Watson tree in the complete condensation regime conditioned on having 30k vertices

A subcritical Galton-Watson tree in the complete condensation regime conditioned on having 100k vertices


A critical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a Cauchy distribution (conditioned on having 100k vertices)

A critical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a Cauchy distribution (conditioned on having 200k vertices)


A subcritical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a 1.5-stable distribution and has average value 0.75 (conditioned on having 50k vertices)

A subcritical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a 1.5-stable distribution and has average value 0.75 (conditioned on having 100k vertices)


A subcritical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a 1.5-stable distribution and has average value 0.5 (conditioned on having 50k vertices)

A subcritical Galton-Watson tree whose offspring distribution lies in the domain of attraction of a 1.5-stable distribution and has average value 0.5 (conditioned on having 100k vertices)