Add to ORKGAbstract. The topology of the weighted inductive limit of Fréchet spaces of entire functions in N variables which is obtained as the Fourier Laplace transform of the space of quasianalytic functionals on an open convex subset of RN cannot be described by means of weighted sup-seminorms. 1
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
Let $\mathscr{F}$ be a class of functions with the uniqueness property: if $f\in \mathscr{F}$ vanis...
The topology of the weighted inductive limit of Fréchet spaces of entire functions in $N$ variables ...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
AbstractWe show that the topology of the weighted inductive limit of Fréchet spaces of entire functi...
We solve the problem of the topological or algebraic description of countable inductive limits of we...
Abstract. Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood ...
We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of ultradi...
Let H(Q) be the space of all the functions which are holomor-phic on an open neighbourhood of a conv...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
Let $X$ be a completely regular Hausdorffs pace and $V = (v_n)_n$ be a decreasing sequence of strict...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
Let $\mathscr{F}$ be a class of functions with the uniqueness property: if $f\in \mathscr{F}$ vanis...
The topology of the weighted inductive limit of Fréchet spaces of entire functions in $N$ variables ...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
AbstractWe show that the topology of the weighted inductive limit of Fréchet spaces of entire functi...
We solve the problem of the topological or algebraic description of countable inductive limits of we...
Abstract. Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood ...
We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of ultradi...
Let H(Q) be the space of all the functions which are holomor-phic on an open neighbourhood of a conv...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
Let H(Q) be the space of all the functions which are holomorphic on an open neighbourhood of a conve...
We consider weighted inductive limits of locally con-vex spaces of continuous or integrable function...
[EN] We investigate the surjectivity of the Borel map in the quasianalytic setting for classes of u...
Let $X$ be a completely regular Hausdorffs pace and $V = (v_n)_n$ be a decreasing sequence of strict...
Dedicated to the memory of Klaus D. Bierstedt. Countable projective limits of countable inductive li...
AbstractCountable projective limits of countable inductive limits, called PLB-spaces, of weighted Ba...
Let $\mathscr{F}$ be a class of functions with the uniqueness property: if $f\in \mathscr{F}$ vanis...