summary:We prove convergence results for `increasing' sequences of sectorial forms. We treat both the case of closed forms and the case of non-closable forms
Mostly in??nite dimensional economies can be considered limits of ??nite dimensional economies in pa...
s of the lectures L. Lorentzen Convergence of continued fractions In contrast to the title, the t...
WOS: 000371145000044In this paper we recover convergence and subsequential convergence of a sequence...
summary:We prove convergence results for `increasing' sequences of sectorial forms. We treat both th...
International audienceWe describe various properties of continued fraction expansions of complex num...
Abstract. Convergence of operators acting on a given Hilbert space is an old and well studied topic ...
Convergent sequences of real numbers play a fundamental role in many different problems in system th...
AbstractIn this paper, a known theorem dealing with |C,α;δ|k summability factors has been generalize...
Some circular and parabolic convergence regions for branched continued fractions of special form are...
[[abstract]]In the present paper a general theorem on j N ; pn; jk summability factors of innite se...
<p>The convergence situation of AL0GD and AL0FGD with the increase of <i>k</i>.</p
In this paper we recover convergence and subsequential convergence of a sequence of real numbers reg...
The convergence properties and limiting behavior of several real sequences are studied by analytical...
Let H(n) be a monotone sequence of non-negative self-adjoint operators or relations in a Hilbert spa...
In this thesis we summarize the basic terms of subdivision and accompany them with examples of widel...
Mostly in??nite dimensional economies can be considered limits of ??nite dimensional economies in pa...
s of the lectures L. Lorentzen Convergence of continued fractions In contrast to the title, the t...
WOS: 000371145000044In this paper we recover convergence and subsequential convergence of a sequence...
summary:We prove convergence results for `increasing' sequences of sectorial forms. We treat both th...
International audienceWe describe various properties of continued fraction expansions of complex num...
Abstract. Convergence of operators acting on a given Hilbert space is an old and well studied topic ...
Convergent sequences of real numbers play a fundamental role in many different problems in system th...
AbstractIn this paper, a known theorem dealing with |C,α;δ|k summability factors has been generalize...
Some circular and parabolic convergence regions for branched continued fractions of special form are...
[[abstract]]In the present paper a general theorem on j N ; pn; jk summability factors of innite se...
<p>The convergence situation of AL0GD and AL0FGD with the increase of <i>k</i>.</p
In this paper we recover convergence and subsequential convergence of a sequence of real numbers reg...
The convergence properties and limiting behavior of several real sequences are studied by analytical...
Let H(n) be a monotone sequence of non-negative self-adjoint operators or relations in a Hilbert spa...
In this thesis we summarize the basic terms of subdivision and accompany them with examples of widel...
Mostly in??nite dimensional economies can be considered limits of ??nite dimensional economies in pa...
s of the lectures L. Lorentzen Convergence of continued fractions In contrast to the title, the t...
WOS: 000371145000044In this paper we recover convergence and subsequential convergence of a sequence...
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