Abstract
Abstract A stochastic model with hopping and self trapping on cluster states at low temperature is introduced. It is assumed that hopping and trapping are described for excited triplet states by variable range processes such as tunneling. Cluster states are statistically formed aggregates with a hierachy of decreasing energies according to the cluster size. This energy stair case results in self trapping on the cluster states and introduces a dependency of hopping transport on the topology of the concentration dependent cluster distribution.
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