Recent Presentations

Unless specified differently, talks have been held in specialized seminars.

Droplet spreading influenced by thermal noise

  • University of Konstanz, Germany, Theoretical Physics Colloquium, 07/2019

Nonnegative martingale solutions to the stochastic thin-film equation with Stratonovich noise

Analysis of moving contact lines

  • Delft University of Technology (Netherlands), 06/2019, Seminar Analysis and Applications
  • Sapienza University Rome (Italy), 10/2018, Incontri di Analisi Matematica allo SBAI
  • New York University Abu Dhabi (United Arab Emirates), 09/2018, Mathematics Colloquium

The Navier-slip thin-film equation in three dimensions: existence and uniqueness

  • DMV annual meeting (Paderborn, Germany), 03/2018, Minisymposium Nonlinear Evolution Equations and Applications

Stability of traveling waves in viscous thin films

Stability of receding traveling waves for a fourth-order degenerate-parabolic free-boundary problem

Singularities in thin film flow from a dynamical systems perspective

  • University of Münster (Germany), 05/2018, Applied Analysis Seminar
  • Equadiff (Bratislava, Slovakia), 07/2017, Minisymposium Singular perturbations and singularities: theory and applications

Stability of receding traveling waves in thin film flows

Well-posedness and regularity for a thin-film free boundary problem

  • Technical University of Munich (Germany) 05/2016, Oberseminar Dynamische Systeme

Effective temperatures of Hot Brownian Motion

  • Oakland University, Rochester, MI (USA) 03/2016, Physics Colloquium

Rigorous asymptotics of traveling-wave solutions to the thin-film equation and Tanner‘s law

  • Technical University of Darmstadt (Germany) 05/2016, Seminar of the International Research Training Group 1529
  • SIAM PD conference, Scottsdale, AZ (USA), 12/2015, Minisymporium Singularities of Higher Order PDEs Describing Liquid Jets and Films

Well-posedness and self-similar asymptotics for a thin-film equation

Regularity for the Navier-slip thin-film equation in the perfect wetting regime

Well-posedness and regularity for a class of thin-film free-boundary problems

The moving contact line in viscous thin films: a singular free boundary problem