AbstractWe extend the Trotter–Kato theorem on C0-semigroups to local convoluted semigroups on dual spaces and apply these results to the general Banach space setting. Compared to known results we obtain weaker convergence assumptions on the resolvent
It is well-known that a C0-semigroup T = fT (t)gt>0 on a Hilbert space is uniformly exponentially...
Abstract. In this paper, we show convergence and approximation theorem for C-semigroups. And we stud...
AbstractA semigroup {T(t); t > 0} of linear operators is called of growth order α ⩾ 0 if its norm be...
AbstractWe extend the Trotter–Kato theorem on C0-semigroups to local convoluted semigroups on dual s...
AbstractWe extend the well known theorem on convergence and approximation of C0-semigroups due to H....
In this paper we prove Trotter-Kato approximation results and the Lie-Trotter product formula for lo...
AbstractA quantitative version, based on modified K-functionals, of the classical Trotter's theorem ...
International audienceThe paper improves approximation theory based on the Trotter-Kato product form...
AbstractWe extend the Trotter–Kato–Chernoff theory of strong approximation of C0 semigroups on Banac...
In the last years, the study of transition Markov semigroups on spaces of bounded continuous (unifor...
AbstractWe improve the quantitative estimate of the convergence in Trotter’s approximation theorem a...
The theory of one parameter semigroups of bounded linear operators on Banach spaces has deep and far...
Abstract. We present formulations of the Trotter-Kato theorem for approx-imation of linear C0-semigr...
A quantitative version, based on modified K-functionals, of the classical Trotter’s theorem concerni...
Abstract An approximation theory for semilinear evolution equations is treated in terms of convergen...
It is well-known that a C0-semigroup T = fT (t)gt>0 on a Hilbert space is uniformly exponentially...
Abstract. In this paper, we show convergence and approximation theorem for C-semigroups. And we stud...
AbstractA semigroup {T(t); t > 0} of linear operators is called of growth order α ⩾ 0 if its norm be...
AbstractWe extend the Trotter–Kato theorem on C0-semigroups to local convoluted semigroups on dual s...
AbstractWe extend the well known theorem on convergence and approximation of C0-semigroups due to H....
In this paper we prove Trotter-Kato approximation results and the Lie-Trotter product formula for lo...
AbstractA quantitative version, based on modified K-functionals, of the classical Trotter's theorem ...
International audienceThe paper improves approximation theory based on the Trotter-Kato product form...
AbstractWe extend the Trotter–Kato–Chernoff theory of strong approximation of C0 semigroups on Banac...
In the last years, the study of transition Markov semigroups on spaces of bounded continuous (unifor...
AbstractWe improve the quantitative estimate of the convergence in Trotter’s approximation theorem a...
The theory of one parameter semigroups of bounded linear operators on Banach spaces has deep and far...
Abstract. We present formulations of the Trotter-Kato theorem for approx-imation of linear C0-semigr...
A quantitative version, based on modified K-functionals, of the classical Trotter’s theorem concerni...
Abstract An approximation theory for semilinear evolution equations is treated in terms of convergen...
It is well-known that a C0-semigroup T = fT (t)gt>0 on a Hilbert space is uniformly exponentially...
Abstract. In this paper, we show convergence and approximation theorem for C-semigroups. And we stud...
AbstractA semigroup {T(t); t > 0} of linear operators is called of growth order α ⩾ 0 if its norm be...
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