Vitalii Konarovskyi und Dean-Kawasaki - Info zur Person

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From weakly interacting particles to a regularised Dean–Kawasaki ...people.bath.ac.uk › tjs42 › assets › pubs

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von F Cornalba · · Zitiert von: 12 — [17] Vitalii Konarovskyi and Max-K. von Renesse. Reversible Coalescing-Fragmentating. Wasserstein Dynamics on the Real Line. arXiv preprint,

Vitalii Konarovskyi On the existence and uniqueness of solutions to ...events.imath.kiev.ua › event › attachments › abstract

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Vitalii Konarovskyi. On the existence and uniqueness of solutions to the. Dean-Kawasaki equation. Abstract. We consider the Dean-Kawasaki equation with ...

Dean-Kawasaki Dynamics: Ill-Posedness vs. Trivialitywww.mi.fu-berlin.de › ag-numerik › Abstracts › FU_BERLIN_2019

www.mi.fu-berlin.de

Vitalii Konarovskyi , Tobias Lehmann. BER-LEIP Workshop on Fluct. Hydrodynamics. Aug Page 2. Dean-Kawasaki Equation. dµt = β∆µtdt + div(.

Name: Max-Konstantin von Renesse ainebut2 09 to oia - imar.rowww.imar.ro › ~imar › Vrabie

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[21] Vitalii Konarovskyi, Tobias Lehmann, and Max-K. von Renesse. Dean-Kawasaki dynamics: ill-posedness vs. triviality. Electron. Commun.

Dean-Kawasaki dynamics: ill-posedness vs. triviality - Project Euclidprojecteuclid.org › issue-none › 19-ECP208

projecteuclid.org

von V Konarovskyi · · Zitiert von: 28 — Vitalii Konarovskyi. Tobias Lehmann. Max-K. von Renesse. "Dean-Kawasaki dynamics: ill-posedness vs. triviality." Electron. Commun. Probab.

On Dean–Kawasaki Dynamics with Smooth Drift Potential X-MOLwww.x-mol.com › paper

www.x-mol.com

Vitalii Konarovskyi , Tobias Lehmann , Max von Renesse. We consider the Dean–Kawasaki equation with smooth drift interaction potential and show that ...

Séminaire Calcul stochastique - IRMA, Strasbourgirma.math.unistra.fr › seminaires › seminaire-calcul-...

irma.math.unistra.fr

On the existence and uniqueness of solutions to the Dean-Kawasaki equation. — Vitalii Konarovskyi. 5 mars :30Salle de séminaires IRMA.

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