This thesis brings an overview of our work concerning solvability and bifurcation in various models of suspension bridges. Our efforts are presented in chronological order. At first, we focus on a one-dimensional damped model of a suspension bridge. We bring a revision of the ...

This doctoral thesis deals with iterative solution of the saddle-point linear systems obtained from discretization of the incompressible Navier--Stokes equations using the isogeometric analysis (IgA) approach. Specifically, it is focused on preconditioners for Krylov subspace methods. One of the goals...

The dissertation thesis is devoted to the study of Fučík spectrum for discrete operators. Considering the fact, that the problem of exploring Fučík spectrum for general discrete operators is still a significant challenge, in this thesis we focus on analyses in regards of a par...

Aim: The aim of the presented work was to establish the success rate of spontaneous eruption of teeth (with incomplete roots development) with dentigerous (follicular) cyst into the mouth cavity after completed cystectomy. Further, the position of impacted teeth with obstacles represented&#x...

The weak and strong comparison principles (WCP and SCP, respectively) are investigated for quasilinear elliptic boundary value problems with the p-Laplacian in one space dimension, Δp(u) =d/dx(|u'|p−2u'). We treat the “degenerate” case of 2 <p <∞ and allow also for the non...