Pages that link to "Item:Q643717"
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The following pages link to Kinetic theory and Lax equations for shock clustering and Burgers turbulence (Q643717):
Displaying 15 items.
- The Airy function is a Fredholm determinant (Q330537) (← links)
- Structure of shocks in Burgers turbulence with Lévy noise initial data (Q369679) (← links)
- Scalar conservation laws with monotone pure-jump Markov initial conditions (Q737322) (← links)
- A finite dimensional integrable system arising in the study of shock clustering (Q748457) (← links)
- A survey of results on conservation laws with deterministic and random initial data (Q1634865) (← links)
- An exact discretization of a Lax equation for shock clustering and Burgers turbulence. I: Dynamical aspects and exact solvability (Q1664318) (← links)
- Scalar conservation laws with white noise initial data (Q2128102) (← links)
- Hierarchies of \(n\)-point functions for nonlinear conservation laws with random initial data (Q2149278) (← links)
- Random tessellations and Gibbsian solutions of Hamilton-Jacobi equations (Q2160235) (← links)
- Kinetic statistics of scalar conservation laws with piecewise-deterministic Markov process data (Q2180917) (← links)
- Complete integrability of shock clustering and Burgers turbulence (Q2276284) (← links)
- Minimization solutions to conservation laws with non-smooth and non-strictly convex flux (Q2335261) (← links)
- A minimization approach to conservation laws with random initial conditions and non-smooth, non-strictly convex flux (Q2335263) (← links)
- Coarse graining, dynamic renormalization and the kinetic theory of shock clustering (Q2807477) (← links)
- An invariant in shock clustering and Burgers turbulence (Q2882409) (← links)
