AbstractThe Banach space valued inhomogeneous Cauchy problem u′(t) = Au(t)+ƒ(t)u(0) = x for a (non-densely defined) linear operator A is treated with the help of the theory of integrated semigroups. New well-posedness results are obtained for differential operators and in particular the Schrödinger operator iΔ
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
AbstractThis paper discusses the following viability problem of a differential inclusion, x′(t) + Ax...
This paper discusses the following viability problem of a differential inclusion, x′(t) + Ax(t) ϵF(x...
AbstractThe Banach space valued inhomogeneous Cauchy problem u′(t) = Au(t)+ƒ(t)u(0) = x for a (non-d...
In this paper we study the local well-posed integrated Cauchy problem, v′(t) = Av(t) + tα Γ(α+ 1) x...
AbstractWe investigate the relationship between abstract linear evolution equations of heat, wave, a...
AbstractConcepts which have been developed in the theory of weakly∗ continuous semigroups on dual Ba...
This paper is concerned with characterizations of those linear, closed, but not necessarily densely ...
AbstractIn this paper, we investigate the asymptotic behaviour of Cauchy problems which are not gove...
AbstractConcepts which have been developed in the theory of weakly∗ continuous semigroups on dual Ba...
Suppose that X is a Banach space and C is an injective operator in BX, the space of all bounded line...
Abstract. In this paper we apply a set-up introduced by R. K. Miller to transform a linear, inhomoge...
We characterize closed linear operators A, on a Banach space, for which the corresponding abstract C...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
AbstractThis paper discusses the following viability problem of a differential inclusion, x′(t) + Ax...
This paper discusses the following viability problem of a differential inclusion, x′(t) + Ax(t) ϵF(x...
AbstractThe Banach space valued inhomogeneous Cauchy problem u′(t) = Au(t)+ƒ(t)u(0) = x for a (non-d...
In this paper we study the local well-posed integrated Cauchy problem, v′(t) = Av(t) + tα Γ(α+ 1) x...
AbstractWe investigate the relationship between abstract linear evolution equations of heat, wave, a...
AbstractConcepts which have been developed in the theory of weakly∗ continuous semigroups on dual Ba...
This paper is concerned with characterizations of those linear, closed, but not necessarily densely ...
AbstractIn this paper, we investigate the asymptotic behaviour of Cauchy problems which are not gove...
AbstractConcepts which have been developed in the theory of weakly∗ continuous semigroups on dual Ba...
Suppose that X is a Banach space and C is an injective operator in BX, the space of all bounded line...
Abstract. In this paper we apply a set-up introduced by R. K. Miller to transform a linear, inhomoge...
We characterize closed linear operators A, on a Banach space, for which the corresponding abstract C...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
In this article we will investigate how to solve nonhomogen degenerate Cauchy problem via theory of ...
AbstractThis paper discusses the following viability problem of a differential inclusion, x′(t) + Ax...
This paper discusses the following viability problem of a differential inclusion, x′(t) + Ax(t) ϵF(x...
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