Dr. R.C. Kraaij MSc
Dr. R.C. Kraaij MSc
Profiel
Expertise
Research interests:
viscosity solutions for Hamilton-Jacobi and Hamilton-Jacobi-Bellman equations
convergence problems: large deviations and weak convergence for Markov processes and fields, Gamma convergence for PDE's
Applications to phase-transitions, synchronization, self-organized criticality, averaging, homogenization.
See: homepage
Publicaties
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2024
Large deviations for Markov processes with switching and homogenisation via Hamilton–Jacobi–Bellman equations
Serena Della Corte / Richard C. Kraaij
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2024
Large deviations for slow–fast processes on connected complete Riemannian manifolds
Yanyan Hu / Richard C. Kraaij / Fubao Xi
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2023
Hamilton–Jacobi equations for controlled gradient flows
The comparison principle
G. Conforti / R. C. Kraaij / D. Tonon -
2022-3-1
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2021
A hamilton-jacobi point of view on mean-field gibbs-non-gibbs transitions
RICHARD C. KRAAIJ / FRANK REDIG / WILLEM B. VAN ZUIJLEN
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Media
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2024-10-23
Two EEMCS researchers receive renowned Vidi grant from NWO
Verscheen in: TU Delft
Prijzen
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2024
Vidi-subsidie NWO
Nevenwerkzaamheden
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2023-05-01 - 2025-04-30
Advisering/onderzoek en overig