Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations | Paper Citation Record

Observation 1cfaa9ba-260a-4a87-9995-74f9ca1add2b · outbound

This paper cites Transport equation and Cauchy problem forBVvector fields.Invent.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Transport equation and Cauchy problem forBVvector fields.Invent

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This paper cites Uniqueness of signed measures solving the continuity equation for Osgood vector fields.Atti Accad.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Uniqueness of signed measures solving the continuity equation for Osgood vector fields.Atti Accad

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This paper cites Cambridge University Press, Cambridge, second edition, 2009.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Cambridge University Press, Cambridge, second edition, 2009

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This paper cites Anomalous diffusion by fractal homogenization.Ann.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Anomalous diffusion by fractal homogenization.Ann

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zero-noise solutions of linear transport equations without uniqueness: an example.C

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Observation 76d3024f-6370-4391-85c8-95794d18bda7 · outbound

This paper cites Small random perturbations of Peano phenomena.Stochastics, 6(3-4):279–292, 1981/82.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Small random perturbations of Peano phenomena.Stochastics, 6(3-4):279–292, 1981/82

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Observation ec861131-8b2b-46f6-bb54-da585f73ea66 · outbound

This paper cites Regularity thresholds for anomalous dissipation and related phenomena in passive scalars.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Regularity thresholds for anomalous dissipation and related phenomena in passive scalars

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Observation d9293b94-a7bd-4b4c-95f6-218fa304b5c3 · outbound

This paper cites Springer, Heidelberg, 2011.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Springer, Heidelberg, 2011

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Vanishing viscosity solutions of nonlinear hyperbolic systems.Ann

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Observation 31e08e2f-f686-4616-a357-babd1820b150 · outbound

This paper cites On the advection-diffusion equation with rough coefficients: weak solutions and vanishing viscosity.J.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations On the advection-diffusion equation with rough coefficients: weak solutions and vanishing viscosity.J

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Observation c5c6baa6-08a0-4b42-b38d-5d26349453f3 · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Anomalous dissipation and Euler flows

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Observation 33f7d7ec-2b02-482f-9805-9c7ed348b35a · outbound

This paper cites Strong rate of convergence of the Euler scheme for SDEs with irregular drift driven by Lévy noise.Ann.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Strong rate of convergence of the Euler scheme for SDEs with irregular drift driven by Lévy noise.Ann

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Observation f4d71d9a-de6d-4e48-a708-0ca4e220948f · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Averaging along irregular curves and regularisation of ODEs.Stochastic Process

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Observation 13ffb5ac-b4f3-4a83-9ab8-4d108f39a0ec · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Schauder estimates for drifted fractional operators in the supercritical case.J

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Observation d8d89d24-6c9d-4e1c-80b1-033d8d4f15b5 · outbound

This paper cites Stochastic flows for Lévy processes with Hölder drifts.Rev.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Stochastic flows for Lévy processes with Hölder drifts.Rev

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Observation bd4cd017-4340-4b8e-ae00-cd9bc3489c5f · outbound

This paper cites Smooth approximation is not a selection principle for the transport equation with rough vector field.Calc.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Smooth approximation is not a selection principle for the transport equation with rough vector field.Calc

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Observation 4be76293-83d8-49be-b600-f78720bbbb6b · outbound

This paper cites On some typicality and density results for nonsmooth vector fields and the associated ODE and continuity equation.J.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations On some typicality and density results for nonsmooth vector fields and the associated ODE and continuity equation.J

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Observation 56f42dbd-baa1-4a5b-ac3f-e0aa2d4a45e8 · outbound

This paper cites Anomalous dissipation and lack of selection in the Obukhov- Corrsin theory of scalar turbulence.Ann.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Anomalous dissipation and lack of selection in the Obukhov- Corrsin theory of scalar turbulence.Ann

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Observation 706e2010-5c5d-4748-9325-db5153b00324 · outbound

This paper cites Crandall, Hitoshi Ishii, and Pierre-Louis Lions.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Crandall, Hitoshi Ishii, and Pierre-Louis Lions

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Observation f8deae0c-2763-4836-8971-130ba525b23a · outbound

This paper cites Smoothing does not give a selection principle for transport equations with bounded autonomous fields.Ann.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Smoothing does not give a selection principle for transport equations with bounded autonomous fields.Ann

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Observation 857a35e6-d018-49de-8474-1e81f880528d · outbound

This paper cites The transition point in the zero noise limit for a 1D Peano example.Discrete Contin.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations The transition point in the zero noise limit for a 1D Peano example.Discrete Contin

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Observation ab310dbf-22fe-4cb4-9a5d-c492f22c28b6 · outbound

This paper cites Noise prevents collapse of Vlasov-Poisson point charges.Comm.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Noise prevents collapse of Vlasov-Poisson point charges.Comm

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Observation 9b6fee63-9c74-4858-b9cb-02309b442a4b · outbound

This paper cites Zero Noise Limit for Multidimensional SDEs Driven by a Pointy Gradient.J.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zero Noise Limit for Multidimensional SDEs Driven by a Pointy Gradient.J

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Observation 8513268d-93a1-4732-9a54-5641aa041085 · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Non unicité des solutions bornées pour un champ de vecteurs BV en dehors d’un hyperplan.C

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This paper cites DiPerna and Pierre-Louis Lions.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations DiPerna and Pierre-Louis Lions

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations A stochastic selection principle in case of fattening for curvature flow.Calc

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This paper cites Drivas, Tarek M.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Drivas, Tarek M

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Observation 4a0b898a-c135-4ae8-a4b1-485f0b839152 · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Drivas and Gregory L

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This paper cites Drivas and Alexei A.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Drivas and Alexei A

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Observation 95f0eca8-1dfd-4d8a-847c-461f9f522703 · outbound

This paper cites Elgindi and Kyle Liss.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Elgindi and Kyle Liss

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Observation 6027e0fe-21ff-4690-a8c6-ac1590e55beb · outbound

This paper cites Springer, Heidelberg, 2011.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Springer, Heidelberg, 2011

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Almost-everywhere uniqueness of Lagrangian trajectories for 3D Navier-Stokes revisited.J

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Solution theory of fractional SDEs in complete subcritical regimes.Forum Math

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Observation 0b5e5e14-7b77-48fe-95ed-e0b1dc9bfae6 · outbound

This paper cites Zero noise limit for singular ODE regularized by fractional noise.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zero noise limit for singular ODE regularized by fractional noise

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Regularisation by regular noise.Stoch

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations A singular large deviations phenomenon.Ann

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zero-noise dynamics after collapse for three point vortices.Phys

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations A universal total anomalous dissipator

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Sharp pathwise nonuniqueness for additive SDEs

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Unresolved cited work

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Anomalous dissipation via spontaneous stochasticity with a two- dimensional autonomous velocity field, 2024

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Kulik and Andrey Yu

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Quantitative stability estimates for Fokker-Planck equations.J

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Transport equations and flows with one-sided Lipschitz velocity fields.Arch

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations On vanishing diffusivity selection for the advection equation.Ann

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Regularization of differential equations by fractional noise.Stochastic Process

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zur Theorie der Differentialgleichung˙y=f(x, y).Bull

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations On a selection problem for small noise perturbation in the multidimen- sional case.Stoch

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations A remark on selection of solutions for the transport equation.J

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations On the stochastic selection of integral curves of a rough vector field.Proceedings of the Edinburgh Mathematical Society, pages 1–19, 2026

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Pathwise uniqueness for singular SDEs driven by stable processes.Osaka J

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Davie’s type uniqueness for a class of SDEs with jumps.Ann

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Observation 35ee1d26-bfeb-4536-8202-d75bdbc28018 · outbound

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Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Cambridge University Press, Cambridge, revised edition, 2013

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Observation 05c0d22e-3111-4783-be98-ce5be310b0bf · outbound

This paper cites Schilling, Paweł Sztonyk, and Jian Wang.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Schilling, Paweł Sztonyk, and Jian Wang

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Observation edab47fb-0d58-4d57-ba8f-304f76f426a7 · outbound

This paper cites SDEs with subcritical Lebesgue–Hölder drift and driven byα-stable processes.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations SDEs with subcritical Lebesgue–Hölder drift and driven byα-stable processes

Reference 58

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This paper cites Zero noise limits using local times.Electron.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Zero noise limits using local times.Electron

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This paper cites Well-posedness and large deviation for degenerate SDEs with Sobolev coefficients.Rev.

Non-selection of Lagrangian trajectories in the zero-noise limit for a class of stochastic regularizations Well-posedness and large deviation for degenerate SDEs with Sobolev coefficients.Rev

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