# Random Trees

Random trees
are trees that are formed by stochastic processes.

Random
binary trees correspond to random closed sets in the Cantor
space.

## Random trees in probability

They are produced by branching
processes, point processes
or recursively.

### Random trees
from point and branching processes

### Recursive
constructions of random trees (Mauldin)

## Algorithmically random trees

They are based on algorithmic analogues of the probabilistic
constructions.

### Effective branching
processes (Cenzer)

### Effective point processes
(Axon)

### Path-randomness (trees
with random paths)