Dr Kevin KUOCH



Research interests:
Probability theory ; Interacting particle systems. Mathematical physics. Applications to physics / biology / medical sciences.
Interacting particle systems are a broad class of Markov processes describing the space-time evolution of many, or infinitely many, interacting random walks (so-called particles). My concern is to derive macroscopic phenomena -e.g. PDE-driven motions, phase transitions, ...- assuming that underlying microscopic dynamics are defined by such a system of particles -in or out-of equilibrium-.

Current themes include interacting particle systems in dynamic random environment, ergodic theory of the simple inclusion process.

Publications / Preprints:
[3] Hydrodynamics of a boundary driven generalised contact process with exchange of particles in infinite volumewith M. Mourragui and E. Saada. Stochastic Processes and their Applications, 127 (1), 135-178 (2017). arXiv journal
[2] Ergodic theory for the symmetric inclusion processwith F. Redig. Stochastic Processes and their Applications, 126 (11), 3480-3498 (2016). arXiv journal
[1] Phase transition for a contact process with random slowdownsMarkov Processes and Related Fields, 22 (1), 53-85 (2016). arXiv journal
[0]  Contact process with random slowdowns. Ph.D. thesis, (2014) manuscript ABES

My Curriculum vitae
My LinkedIn | My G-scholar | My ResearchGate | My ArXiv

Contact details
e-mail: kevin.kuoch(chez)gmail.com