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Scaling limits for anisotropic Hastings-Levitov type clusters

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My talk will be devoted to certain planar random growth processes defined in terms of iteration of conformal maps. The models I will consider differ from the usual Hastings-Levitov models of aggregation in that preferred directions in the growth are present.

I will discuss both global rescalings and small-particle scaling limits, and I will indicate how the limit objects that arise can be described using the Loewner equation.

(Talk based on joint work with F. Johansson Viklund and A. Turner.)

This talk is part of the Probability series.

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