Add to ORKGA Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequentially complete locally convex spaces. The approach is governed by convenient analysis and the credo that many reasonable questions concerning strongly contin-uous semigroups can be proved on the subspace of smooth vectors. Examples from literature are reconsidered by these simpler meth-ods and some applications to the theory of infinite dimensional heat equations are given.
Abstract. In this paper we apply a set-up introduced by R. K. Miller to transform a linear, inhomoge...
This book gives a compact exposition of the fundamentals of the theory of locally convex topological...
We consider locally equi-continuous strongly continuous semigroups on locally convex spaces (X,?) th...
A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequential...
Abstract. A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all ...
A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequential...
A Hille-Yosida theorem is presented for the generation of a locally equi-bounded semigroup in a indu...
AbstractLet A be an arbitrary Banach space operator with resolvent defined for all λ > 0. We define ...
AbstractA characterization of the generators of a class of weakly integrable semigroups on a locally...
ABSTRACT. Suppose A is a lineax operator (not necessaxily densely defined) on a Banach space. We sho...
A new proof of a temporal regularity result for an abstract Cauchy problem with a Hille-Yosida opera...
The theory of convoluted C-operator families is an active research field. The main purpose of this p...
This paper will serve as a basic introduction to semigroups of linear operators. It will define a se...
In this paper some basic sytem theoretic concepts will be introduced for abstract systems of the for...
早稲田大学理学博士制度:新 ; 文部省報告番号:甲852号 ; 学位の種類:理学博士 ; 授与年月日:1990-10-18 ; 早大学位記番号:新1645 ; 理工学図書館請求番号:1404thesi
Abstract. In this paper we apply a set-up introduced by R. K. Miller to transform a linear, inhomoge...
This book gives a compact exposition of the fundamentals of the theory of locally convex topological...
We consider locally equi-continuous strongly continuous semigroups on locally convex spaces (X,?) th...
A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequential...
Abstract. A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all ...
A Hille-Yosida Theorem is proved on convenient vector spaces, a class, which contains all sequential...
A Hille-Yosida theorem is presented for the generation of a locally equi-bounded semigroup in a indu...
AbstractLet A be an arbitrary Banach space operator with resolvent defined for all λ > 0. We define ...
AbstractA characterization of the generators of a class of weakly integrable semigroups on a locally...
ABSTRACT. Suppose A is a lineax operator (not necessaxily densely defined) on a Banach space. We sho...
A new proof of a temporal regularity result for an abstract Cauchy problem with a Hille-Yosida opera...
The theory of convoluted C-operator families is an active research field. The main purpose of this p...
This paper will serve as a basic introduction to semigroups of linear operators. It will define a se...
In this paper some basic sytem theoretic concepts will be introduced for abstract systems of the for...
早稲田大学理学博士制度:新 ; 文部省報告番号:甲852号 ; 学位の種類:理学博士 ; 授与年月日:1990-10-18 ; 早大学位記番号:新1645 ; 理工学図書館請求番号:1404thesi
Abstract. In this paper we apply a set-up introduced by R. K. Miller to transform a linear, inhomoge...
This book gives a compact exposition of the fundamentals of the theory of locally convex topological...
We consider locally equi-continuous strongly continuous semigroups on locally convex spaces (X,?) th...