The course covers theoretical aspects like the convergence and stability properties of such methods and the well-posedness of initial-value problems, as well as explicit implementation considerations.

Compaan, E. and Tzirakis, N. 2017. Well-posedness and nonlinear smoothing for the “good” Boussinesq equation on the half-line. Journal of Differential Equations ...

Here, the well-posedness of a cavitation model that can explain the interaction between viscous effects and micro-bubbles of gas is studied. This cavitation model consists of a coupled problem between ...

The core methodology involves the intricate processing of high-rate GNSS data, where the team employs advanced regularization techniques to effectively address and mitigate the challenges posed by ...