Add to ORKGThe notion of a stable inverse-limit sequence is introduced. It provides a sufficient (and, for sequences of abelian groups, necessary) condition for the preservation of exactness by the inverse-limit functor. Examples of stable sequences are provided through the abstract Mittag-Leffler theorem; the results are applied in the theory of Fréchet algebras
AbstractThe homology of a homotopy inverse limit can be studied by a spectral sequence which has as ...
In this paper we investigate inverse limits on [0,1] using a single bonding map chosen from a Full f...
Abstract. This work contains an improvement to a limit theorem which has been proved by the author a...
AbstractWe give a general method for showing that all numberings of certain effective algebras are r...
AbstractIn this paper we investigate the nature of inverse limits from the point of view of invarian...
Recent work on inverse limits has led to increased interest in questions such as: given a topologica...
AbstractUnder certain conditions a law of composition can be defined on the derived limit of an inve...
Abstract: The homology of a homotopy inverse limit can be studied by a spectral sequence with has E2...
AbstractWe will prove a theorem on the cardinality of inverse limits of systems of groups. The follo...
The attracting set and the inverse limit set are important objects associated to a self-map on a set...
We introduce and discuss various notions of the intermediate value property applicable to upper-semi...
AbstractThe attracting set and the inverse limit set are important objects associated with a self-ma...
The main topic of the paper is the continuity of several kinds of generalized inversion of elements ...
We define a class of set-valued functions called irreducible functions and show that their inverse l...
AbstractWe construct two inverse limit λ-models which completely characterise sets of terms with sim...
AbstractThe homology of a homotopy inverse limit can be studied by a spectral sequence which has as ...
In this paper we investigate inverse limits on [0,1] using a single bonding map chosen from a Full f...
Abstract. This work contains an improvement to a limit theorem which has been proved by the author a...
AbstractWe give a general method for showing that all numberings of certain effective algebras are r...
AbstractIn this paper we investigate the nature of inverse limits from the point of view of invarian...
Recent work on inverse limits has led to increased interest in questions such as: given a topologica...
AbstractUnder certain conditions a law of composition can be defined on the derived limit of an inve...
Abstract: The homology of a homotopy inverse limit can be studied by a spectral sequence with has E2...
AbstractWe will prove a theorem on the cardinality of inverse limits of systems of groups. The follo...
The attracting set and the inverse limit set are important objects associated to a self-map on a set...
We introduce and discuss various notions of the intermediate value property applicable to upper-semi...
AbstractThe attracting set and the inverse limit set are important objects associated with a self-ma...
The main topic of the paper is the continuity of several kinds of generalized inversion of elements ...
We define a class of set-valued functions called irreducible functions and show that their inverse l...
AbstractWe construct two inverse limit λ-models which completely characterise sets of terms with sim...
AbstractThe homology of a homotopy inverse limit can be studied by a spectral sequence which has as ...
In this paper we investigate inverse limits on [0,1] using a single bonding map chosen from a Full f...
Abstract. This work contains an improvement to a limit theorem which has been proved by the author a...