AbstractWe present in this note two new theorems for multiplicative perturbations of C-regularized semigroups, which generalize the previous related ones for C0 semigroups
We introduce the notion of regularized quasi-semigroup of bounded linear operators on Banach spaces ...
Let L be a positive invertible self-adjoint operator in L2(X;C). Using transference methods for loca...
Of concern are multiplicative perturbations of the Laplacian acting on weighted spaces of continuou...
AbstractFor a C0-semigroup T(·), we prove a general multiplicative perturbation theorem which subsum...
In this paper we establish a result regarding the connection between continuous maximal regularity a...
[[abstract]]In the paper, we consider the abstract Cauchy problem: du (t, x)/dt=A (u(t, x)) t >0 ...
AbstractIn this paper we discuss perturbations of eventually differentiable and eventually norm-cont...
Abstract. Suppose A and B are linear operators on a Banach space, B is bounded and A generates a bou...
AbstractWe consider α-times integrated C-regularized semigroups, which are a hybrid between semigrou...
Thesis (Ph.D.)-University of Natal, Durban, 2001.The theory of semigroups of linear operators forms ...
<p>Characterizations of Perron-type for the exponential stability of exponentially bounded C-s...
ABSTRACT. We show that the product of commuting generators of polyno-mially bounded regularized grou...
AbstractGiven a c0-semigroup (U(t))t ⩾ 0 on a Banach space E with generator A and an unbounded linea...
The paper is devoted to studying solution operators semigroups and its generators for abstract Cauch...
AbstractWe obtain new stability results for those properties of C0-semigroups which admit characteri...
We introduce the notion of regularized quasi-semigroup of bounded linear operators on Banach spaces ...
Let L be a positive invertible self-adjoint operator in L2(X;C). Using transference methods for loca...
Of concern are multiplicative perturbations of the Laplacian acting on weighted spaces of continuou...
AbstractFor a C0-semigroup T(·), we prove a general multiplicative perturbation theorem which subsum...
In this paper we establish a result regarding the connection between continuous maximal regularity a...
[[abstract]]In the paper, we consider the abstract Cauchy problem: du (t, x)/dt=A (u(t, x)) t >0 ...
AbstractIn this paper we discuss perturbations of eventually differentiable and eventually norm-cont...
Abstract. Suppose A and B are linear operators on a Banach space, B is bounded and A generates a bou...
AbstractWe consider α-times integrated C-regularized semigroups, which are a hybrid between semigrou...
Thesis (Ph.D.)-University of Natal, Durban, 2001.The theory of semigroups of linear operators forms ...
<p>Characterizations of Perron-type for the exponential stability of exponentially bounded C-s...
ABSTRACT. We show that the product of commuting generators of polyno-mially bounded regularized grou...
AbstractGiven a c0-semigroup (U(t))t ⩾ 0 on a Banach space E with generator A and an unbounded linea...
The paper is devoted to studying solution operators semigroups and its generators for abstract Cauch...
AbstractWe obtain new stability results for those properties of C0-semigroups which admit characteri...
We introduce the notion of regularized quasi-semigroup of bounded linear operators on Banach spaces ...
Let L be a positive invertible self-adjoint operator in L2(X;C). Using transference methods for loca...
Of concern are multiplicative perturbations of the Laplacian acting on weighted spaces of continuou...
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