We obtain the multiplicative perturbation theorems for convoluted C-cosine functions (resp., convoluted C-semigroups) and n-times integrated C-cosine functions (resp., n-times integrated C-semigroups) for n∈ℕ. Moreover, we obtain some new results for perturbations on C-cosine functions (resp., C-semigroups). Some examples are presented
ABSTRACT. In order to the second order Cauchy problem (CP2): x"(t) Ax(t), z(O) z E D(A"), ...
We study the multiplicative convolution for c-monotone independence. This convolution unifies the mo...
AbstractWe deal with convolution semigroups (not necessarily symmetric) in Lp(RN) and provide a gene...
AbstractConvoluted C-cosine functions and semigroups in a Banach space setting extending the classes...
AbstractFor a C0-semigroup T(·), we prove a general multiplicative perturbation theorem which subsum...
The theory of convoluted C-operator families is an active research field. The main purpose of this p...
AbstractFor a general approximation process we formulate theorems concerning rates of convergence, i...
AbstractWe present in this note two new theorems for multiplicative perturbations of C-regularized s...
In this thesis we study differentiability of C0-semigroups. In 1968 Pazy gave a characterization of ...
Of concern are multiplicative perturbations of the Laplacian acting on weighted spaces of continuou...
AbstractLet A be the generator of a cosine function on a Banach space X. In many cases, for example ...
AbstractTransform methods are used to establish algebra homomorphisms related to convoluted semigrou...
We study the multiplicative convolution for c-monotone independence. This convolution unifies the mo...
"In this paper we apply some basic properties concerning $¥alpha$-times integrated C-cosine function...
Abstract. Transform methods are used to establish algebra homomorphisms related to convoluted semigr...
ABSTRACT. In order to the second order Cauchy problem (CP2): x"(t) Ax(t), z(O) z E D(A"), ...
We study the multiplicative convolution for c-monotone independence. This convolution unifies the mo...
AbstractWe deal with convolution semigroups (not necessarily symmetric) in Lp(RN) and provide a gene...
AbstractConvoluted C-cosine functions and semigroups in a Banach space setting extending the classes...
AbstractFor a C0-semigroup T(·), we prove a general multiplicative perturbation theorem which subsum...
The theory of convoluted C-operator families is an active research field. The main purpose of this p...
AbstractFor a general approximation process we formulate theorems concerning rates of convergence, i...
AbstractWe present in this note two new theorems for multiplicative perturbations of C-regularized s...
In this thesis we study differentiability of C0-semigroups. In 1968 Pazy gave a characterization of ...
Of concern are multiplicative perturbations of the Laplacian acting on weighted spaces of continuou...
AbstractLet A be the generator of a cosine function on a Banach space X. In many cases, for example ...
AbstractTransform methods are used to establish algebra homomorphisms related to convoluted semigrou...
We study the multiplicative convolution for c-monotone independence. This convolution unifies the mo...
"In this paper we apply some basic properties concerning $¥alpha$-times integrated C-cosine function...
Abstract. Transform methods are used to establish algebra homomorphisms related to convoluted semigr...
ABSTRACT. In order to the second order Cauchy problem (CP2): x"(t) Ax(t), z(O) z E D(A"), ...
We study the multiplicative convolution for c-monotone independence. This convolution unifies the mo...
AbstractWe deal with convolution semigroups (not necessarily symmetric) in Lp(RN) and provide a gene...