AbstractThe pointed versions of exactness of commutative diagrams and of exactness and limit exactness of mappings between inverse systems are introduced. These concepts are used to investigate interiority of a limit mapping between inverse limits of topological spaces. The obtained results are applied to show openness of some induced mappings between hyperspaces
Includes bibliographical references (p. ).Topological inverse limits play an important in the theory...
In this article we introduce the concept of limit space and fundamental limit space for the so-calle...
AbstractRecently, S. Mardešić and L.R. Rubin have defined approximate inverse systems of compacta. I...
The pointed versions of exactness of commutative diagrams and of exactness and limit exactness of ma...
AbstractThe pointed versions of exactness of commutative diagrams and of exactness and limit exactne...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
AbstractFor some classes K of mappings we discuss two problems connected with limits of inverse syst...
For some classes K of mappings we discuss two problems connected with limits of inverse systems: (1)...
AbstractThis paper gives conditions under which the inverse limit of a system of compact (but non-Ha...
summary:The fundamental properties of approximate inverse systems of uniform spaces are established....
Inverse limits provide a powerful tool for constructing complicated spaces from simple ones. They al...
Given a class M of mappings f between continua, near-M stands for the class of uniform limits of seq...
Includes bibliographical references (p. 68-69).Much is known about inverse limits of compact spaces ...
In this paper we are concerned with the problem of finding 'limits' of inverse (or projective) syste...
AbstractGiven a class M of mappings f between continua, near-M stands for the class of uniform limit...
Includes bibliographical references (p. ).Topological inverse limits play an important in the theory...
In this article we introduce the concept of limit space and fundamental limit space for the so-calle...
AbstractRecently, S. Mardešić and L.R. Rubin have defined approximate inverse systems of compacta. I...
The pointed versions of exactness of commutative diagrams and of exactness and limit exactness of ma...
AbstractThe pointed versions of exactness of commutative diagrams and of exactness and limit exactne...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
AbstractFor some classes K of mappings we discuss two problems connected with limits of inverse syst...
For some classes K of mappings we discuss two problems connected with limits of inverse systems: (1)...
AbstractThis paper gives conditions under which the inverse limit of a system of compact (but non-Ha...
summary:The fundamental properties of approximate inverse systems of uniform spaces are established....
Inverse limits provide a powerful tool for constructing complicated spaces from simple ones. They al...
Given a class M of mappings f between continua, near-M stands for the class of uniform limits of seq...
Includes bibliographical references (p. 68-69).Much is known about inverse limits of compact spaces ...
In this paper we are concerned with the problem of finding 'limits' of inverse (or projective) syste...
AbstractGiven a class M of mappings f between continua, near-M stands for the class of uniform limit...
Includes bibliographical references (p. ).Topological inverse limits play an important in the theory...
In this article we introduce the concept of limit space and fundamental limit space for the so-calle...
AbstractRecently, S. Mardešić and L.R. Rubin have defined approximate inverse systems of compacta. I...
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