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math.AP2012★ 13 cited
A dyadic model on a tree
David Barbato, Luigi Amedeo Bianchi, Franco Flandoli +1
We study an infinite system of non-linear differential equations coupled in a tree-like structure. This system was previously introduced in the literature and it is the model from…
math.AP2012★ 1 cited
Positive and non-positive solutions for an inviscid dyadic model. Well-posedness and regularity
David Barbato, Francesco Morandin
We improve regolarity and uniqueness results from the literature for the inviscid dyadic model. We show that positive dyadic is globally well-posed for every rate of growth of…