The small-particle scaling limit of aggregate Loewner evolution from k needles is the Laplacian path model with geodesic tip growth.
Fingered growth in cha nnel geome- try: A Loewner-equation approach
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Tip growth in a strongly concentrated aggregation model follows local geodesics
The small-particle scaling limit of aggregate Loewner evolution from k needles is the Laplacian path model with geodesic tip growth.