Let L be a nonsymmetric second order uniformly elliptic operator with generalWentzell boundary conditions. We show that a suitable version of L generates a quasicontractive semigroup on an Lp space that incorporates both the underlying domain and its boundary. This extends the earlier work of the authors on the symmetric case
We present an overview on some recent results concerning generation of Feller semigroups. We deal wi...
Given an open domain (possibly unbounded) Omega aS,R (n) , we prove that uniformly elliptic second o...
In this paper we consider a fourth order linear ordinary differential operator in one space dimensio...
We study nonsymmetric second order elliptic operators with Wentzell boundary conditions in general d...
We study nonsymmetric second order elliptic operators with Wentzell boundary conditions in general d...
The aim of this paper is to study uniformly elliptic operators with general Wentzell boundary condit...
Dedicated to Angelo Favini with great admiration and friendship on his 60-th birthday Abstract. The ...
Let Ω ⊂ Rn be an open bounded domain with smooth boundary ∂Ω. Consider a second order uniformly elli...
We consider operators in divergence form, A1u = (au')', and in nondivergence form, A2u = au", provid...
We consider second-order elliptic operators with real, nonsymmetric coefficient functions which are ...
We consider operators in divergence form, A1u = (au\u27)\u27, and in nondivergence form, A2u = au , ...
We show that certain second order ordinary differential operators with Wentzell boundary conditions ...
Let us consider the operator Ãu(x) = φ(x,u′(x))u″(x), where φ is positive and continuous in (0,1) × ...
none4noneA.Favini; G.R.Goldstein; J.A. Goldstein; S.RomanelliA.Favini; G.R.Goldstein; J.A. Goldstein...
Let $\Omega\subseteq\mathbb{R\!}^{\,2}$ be an open domain with fractal boundary $\partial\Omega$. We...
We present an overview on some recent results concerning generation of Feller semigroups. We deal wi...
Given an open domain (possibly unbounded) Omega aS,R (n) , we prove that uniformly elliptic second o...
In this paper we consider a fourth order linear ordinary differential operator in one space dimensio...
We study nonsymmetric second order elliptic operators with Wentzell boundary conditions in general d...
We study nonsymmetric second order elliptic operators with Wentzell boundary conditions in general d...
The aim of this paper is to study uniformly elliptic operators with general Wentzell boundary condit...
Dedicated to Angelo Favini with great admiration and friendship on his 60-th birthday Abstract. The ...
Let Ω ⊂ Rn be an open bounded domain with smooth boundary ∂Ω. Consider a second order uniformly elli...
We consider operators in divergence form, A1u = (au')', and in nondivergence form, A2u = au", provid...
We consider second-order elliptic operators with real, nonsymmetric coefficient functions which are ...
We consider operators in divergence form, A1u = (au\u27)\u27, and in nondivergence form, A2u = au , ...
We show that certain second order ordinary differential operators with Wentzell boundary conditions ...
Let us consider the operator Ãu(x) = φ(x,u′(x))u″(x), where φ is positive and continuous in (0,1) × ...
none4noneA.Favini; G.R.Goldstein; J.A. Goldstein; S.RomanelliA.Favini; G.R.Goldstein; J.A. Goldstein...
Let $\Omega\subseteq\mathbb{R\!}^{\,2}$ be an open domain with fractal boundary $\partial\Omega$. We...
We present an overview on some recent results concerning generation of Feller semigroups. We deal wi...
Given an open domain (possibly unbounded) Omega aS,R (n) , we prove that uniformly elliptic second o...
In this paper we consider a fourth order linear ordinary differential operator in one space dimensio...
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