Pages that link to "Item:Q344326"
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The following pages link to Uniqueness and Lagrangianity for solutions with lack of integrability of the continuity equation (Q344326):
Displaying 16 items.
- Uniqueness for continuity equations in Hilbert spaces with weakly differentiable drift (Q487666) (← links)
- Non-uniqueness for the transport equation with Sobolev vector fields (Q667934) (← links)
- Renormalized solutions to the continuity equation with an integrable damping term (Q745571) (← links)
- Non-uniqueness of solutions of Percival's Euler-Lagrange equation (Q802183) (← links)
- On the one-dimensional continuity equation with a nearly incompressible vector field (Q1633400) (← links)
- A quantitative theory for the continuity equation (Q1679689) (← links)
- Positive solutions of transport equations and classical nonuniqueness of characteristic curves (Q2021753) (← links)
- Forward untangling and applications to the uniqueness problem for the continuity equation (Q2030841) (← links)
- Sobolev estimates for solutions of the transport equation and ODE flows associated to non-Lipschitz drifts (Q2035595) (← links)
- Nonuniqueness of weak solutions for the transport equation at critical space regularity (Q2040254) (← links)
- Convex integration solutions to the transport equation with full dimensional concentration (Q2214922) (← links)
- Regularization by noise in one-dimensional continuity equation (Q2312625) (← links)
- Non-renormalized solutions to the continuity equation (Q2338496) (← links)
- On the Lagrangian description of absolutely continuous curves in the Wasserstein space on the line; well-posedness for the continuity equation (Q2788642) (← links)
- A directional Lipschitz extension lemma, with applications to uniqueness and Lagrangianity for the continuity equation (Q5164840) (← links)
- Non-uniqueness in law of transport-diffusion equation forced by random noise (Q6652132) (← links)