"PhD Position Classical Solutions to the Stochastic Thin-Film Equation (StochThin)"

Job Summary: This PhD position is in Stochastic Partial Differential Equations at the Delft Institute of Applied Mathematics (DIAM), TU Delft, supervised by Dr. Manuel Gnann. The project focuses on using stochastic maximal-regularity methods to derive finite speed of propagation and asymptotic self-similarity for stochastic thin-film equations.

Responsibilities: Conduct research on stochastic partial differential equations, specifically applying methods to analyze thin-film equations.

Qualifications and Requirements: Candidates must hold an MSc degree in mathematics or a closely related field, with solid knowledge in mathematical analysis. Advantageous skills include knowledge in analysis of partial differential equations, stochastic analysis, and probability theory.

What the Employer Offers: A 4-year employment contract (initially 1.5 years with assessment, followed by 2.5 years), salary ranging from €3059 to €3881 per month, enrollment in the TU Delft Graduate School for doctoral education, and benefits including a customizable compensation package, health insurance discounts, and support for relocation to the Netherlands.