1 citations · 1 across the 6 of their papers we have counts for
8 papers
Kinetic Equations and Turbulence in Large Vector and SYK-like Models
Vladimir Rosenhaus, Daniel Schubring
We apply large expansion techniques to derive kinetic equations for strongly coupled, far-from-equilibrium field theories with symmetry. For large vector models, the…
How turbulent flows grow vorticity at a point
Timo Schorlepp, Vladimir Rosenhaus, Gregory Falkovich
We describe how strong vorticity fluctuations appear in three-dimensional incompressible turbulence driven by a large-scale random force. By combining analytical and numerical meth…
Degrees of universality in wave turbulence
Jiasheng Liu, Vladimir Rosenhaus, Gregory Falkovich
Turbulence of weakly interacting waves displays a great deal of universality: independence of the details of the interaction and of the pumping and dissipation scales. Here we stud…
Universal regimes of strong turbulence in the multi-component Gross-Pitaevskii model
Vladimir Rosenhaus, Natalia Vladimirova, Gregory Falkovich
The Gross-Pitaevskii (GP) model, also known as the nonlinear Schrödinger equation, is arguably the most universal model in classical and quantum physics, describing spectrally narr…
Blowup driven by critical balance in a differential kinetic model of gravity wave turbulence
Daniel Schubring, Vladimir Rosenhaus, Simon Thalabard
We describe the blowup scenarios in a phase-parametrized differential approximation kinetic model (N-DAM), inspired by the physics of deep water surface gravity waves and recently…
Beyond the Boltzmann equation for weakly coupled quantum fields
Xu-Yao Hu, Vladimir Rosenhaus
We study the kinetic theory of a weakly interacting quantum field. Assuming a state that is close to homogeneous and stationary, we derive a closed kinetic equation for the rate of…
Weak and strong turbulence in self-focusing and defocusing media
Vladimir Rosenhaus, Gregory Falkovich
While the focusing and defocusing Nonlinear Schrodinger Equations have similar behavior in the weak turbulence regime, they must differ dramatically in the strong turbulence regime…
Strong wave turbulence in strongly local large theories
Vladimir Rosenhaus, Daniel Schubring
We study wave turbulence in systems with two special properties: a large number of fields (large ) and a nonlinear interaction that is strongly local in momentum space. The firs…