Add to ORKGIn this paper we construct a projective description of inductive limits of weighted spaces of continuous functions defined in a paracompact, not necessarily locally compact, topological space
Let H(Q) be the space of all the functions which are holomor-phic on an open neighbourhood of a conv...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
Let H(U) denote the space of all holomorphic functions on an open subset U of a complex Fréchet spac...
Let $X$ be a completely regular Hausdorffs pace and $V = (v_n)_n$ be a decreasing sequence of strict...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
AbstractA generalized inductive limit strict topology β∞ is defined on Cb(X, E), the space of all bo...
We solve the problem of the topological or algebraic description of countable inductive limits of we...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
In the first part of this paper we discuss the completeness of two general classes of weighted induc...
AbstractWe investigate an approximation problem in weighted spaces of continuous functions whose dom...
The algebra of all continuous real-valued functions on a space X endowed with the continuous converg...
Abstract. Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood ...
AbstractIn this article we show that algebraic equalities between weighted inductive limits of space...
Abstract. In this paper, we make a study of weighted locally convex spaces of measurable functions p...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
Let H(Q) be the space of all the functions which are holomor-phic on an open neighbourhood of a conv...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
Let H(U) denote the space of all holomorphic functions on an open subset U of a complex Fréchet spac...
Let $X$ be a completely regular Hausdorffs pace and $V = (v_n)_n$ be a decreasing sequence of strict...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
AbstractA generalized inductive limit strict topology β∞ is defined on Cb(X, E), the space of all bo...
We solve the problem of the topological or algebraic description of countable inductive limits of we...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
In the first part of this paper we discuss the completeness of two general classes of weighted induc...
AbstractWe investigate an approximation problem in weighted spaces of continuous functions whose dom...
The algebra of all continuous real-valued functions on a space X endowed with the continuous converg...
Abstract. Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood ...
AbstractIn this article we show that algebraic equalities between weighted inductive limits of space...
Abstract. In this paper, we make a study of weighted locally convex spaces of measurable functions p...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
Let H(Q) be the space of all the functions which are holomor-phic on an open neighbourhood of a conv...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
Let H(U) denote the space of all holomorphic functions on an open subset U of a complex Fréchet spac...