Uniqueness for an inviscid stochastic dyadic model on a tree

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BIANCHI, Luigi Amedeo, 2013. Uniqueness for an inviscid stochastic dyadic model on a tree. In: Electronic Communications in Probability. 18, 8. eISSN 1083-589X. Available under: doi: 10.1214/ECP.v18-2382

@article{Bianchi2013Uniqu-44964, title={Uniqueness for an inviscid stochastic dyadic model on a tree}, year={2013}, doi={10.1214/ECP.v18-2382}, volume={18}, journal={Electronic Communications in Probability}, author={Bianchi, Luigi Amedeo}, note={Article Number: 8} }

2019-02-12T09:10:35Z Bianchi, Luigi Amedeo In this paper we prove that the lack of uniqueness for solutions of the tree dyadic model of turbulence is overcome with the introduction of a suitable noise. The uniqueness is a weak probabilistic uniqueness for all l<sup>2</sup>-initial conditions and is proven using a technique relying on the properties of the <sub>q</sub>-matrix associated to a continuous time Markov chain. 2019-02-12T09:10:35Z Bianchi, Luigi Amedeo eng 2013 Uniqueness for an inviscid stochastic dyadic model on a tree

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