Eva Fašangová

Convergence to steady states of solutions of the Cahn–Hilliard and Caginalp equations with dynamic boundary conditions

Ralph Chill, Eva Fašangová · Mathematische Nachrichten · 2006 · 114 citations

Dynamic Boundary Conditions, Steady States, General Potential +10

Willmore blowups are never compact

Ralph Chill, Eva Fašangová, Reiner Schätzle · Duke Mathematical Journal · 2009 · 34 citations

Geometric Flow, Willmore Surfaces, Willmore Flow +3

Every ordinary differential equation with a strict Lyapunov function is a gradient system

Tomáš Bárta, Ralph Chill, Eva Fašangová · Monatshefte für Mathematik · 2011 · 28 citations · Full text

Nonlinear Control, Stability, Strict Lyapunov Function +5

Stabilization through viscoelastic boundary damping: a semigroup approach

Wolfgang Desch, Eva Fašangová, Jaroslav Milota et al. · Semigroup Forum · 2009 · 25 citations

Engineering, Mechanical Systems, Viscoelastic Boundary Damping +5

THE SECTOR OF ANALYTICITY OF THE ORNSTEIN–UHLENBECK SEMIGROUP ON $L^{p}$ SPACES WITH RESPECT TO INVARIANT MEASURE

Ralph Chill, Eva Fašangová, Giorgio Metafune et al. · Journal of the London Mathematical Society · 2005 · 23 citations

Spectral Theory, Topological Semigroups, Measure Theory +8