Periodic solutions of the Stefan problem with Hysteresis-Type boundary conditions.
P-Harmonic obstacle problems.
Phase transition with supercooling
L'articolo riassume il quadro dei risultati noti circa il cosiddetto problema di Stefan con sopraraffreddamento. Con ciò si intende in senso lato l'estensione del modello di Stefan a quei casi in cui la temperatura della fase liquida (solida) non è confinata al di sopra (sotto) di quella di cambiamento di fase, supposta costante. La nostra discussione è prevalentemente rivolta allo sviluppo di singolarità (non limitatezza della velocità dell'interfaccia, ecc.), al modo di prevederle, di prevenirle...
Poisson kernel characterization of Reifenberg flat chord arc domains
Problema di Stefan in spazi di Nikol'skij con peso
Problèmes à frontière libre en hydraulique : milieux non homogènes
Problemi parabolici a frontiera libera
Qualitative behavior of axial-symmetric solutions of elliptic free boundary problems.
Quantized distributed output regulation of multi-agent systems
Motivated by digital communication channel, we consider the distributed output regulation problem for linear multi-agent systems with quantized state measurements. Quantizers take finitely many values and have an adjustable "zoom" parameter. Quantized distributed output regulation concerns designing distributed feedback by employing quantized technique for multi-agent systems such that all agents can track an active leader, and/or distributed disturbance rejection. With the solvability conditions...
Quasilinear elliptic problems with nonmonotone discontinuities and measure data.
Quasilinear Elliptic-Parabolic Differentail Equations.
Recent results in the approximation of free boundaries
Regularity and free boundary regularity for the Laplacian in Lipschitz and domains.
Regularity at the free boundary of two-dimensional stationary harmonic maps
Regularity in elliptic free boundary problems. II. Equations of higher order
Regularity in Parabolic Phase Transition Problems.
Regularity of a free boundary with application to the Pompeiu problem.
Regularity of a Minimal Surface at its Free Boundary.
Regularity of free boundaries in two dimensions
Regularity of Lipschitz free boundaries for the thin one-phase problem
We study regularity properties of the free boundary for the thin one-phase problem which consists of minimizing the energy functional among all functions which are fixed on .