Add to ORKGGiven a class M of mappings f between continua, near-M stands for the class of uniform limits of sequences of mappings from M. Let 2(f) and C(f) mean the induced mappings between hyperspaces. Relations are studied between the conditions: f is an element of near-M, 2(f) is an element of near-M and C(f) is an element of near-M. A special attention is paid to the classes M of open and of monotone mappings. (C) 2000 Elsevier Science B.V. All rights reserved
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
For a given map between continua we study the induced maps between n–fold hyperspaces and between n–...
We investigate the limit mappings between inverse limits of continua with upper semi-continuous bond...
Given a class M of mappings f between continua, near-M stands for the class of uniform limits of seq...
AbstractGiven a class M of mappings f between continua, near-M stands for the class of uniform limit...
The lifting property of continua for classes of mappings is defined. It is shown that the property i...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
A mapping I: X -+ Y between continua X and Y is called an MO-mapping provided that it can be represe...
AbstractFor some classes K of mappings we discuss two problems connected with limits of inverse syst...
For a given mapping f between continua we consider the induced mappings between the corresponding hy...
For a given mapping between continua we study the induced mappings between the corresponding hypersp...
For some classes K of mappings we discuss two problems connected with limits of inverse systems: (1)...
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...
A continuum is a compact connected metric space. Amap is a continuous function. For a continuum X wi...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
For a given map between continua we study the induced maps between n–fold hyperspaces and between n–...
We investigate the limit mappings between inverse limits of continua with upper semi-continuous bond...
Given a class M of mappings f between continua, near-M stands for the class of uniform limits of seq...
AbstractGiven a class M of mappings f between continua, near-M stands for the class of uniform limit...
The lifting property of continua for classes of mappings is defined. It is shown that the property i...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
A mapping I: X -+ Y between continua X and Y is called an MO-mapping provided that it can be represe...
AbstractFor some classes K of mappings we discuss two problems connected with limits of inverse syst...
For a given mapping f between continua we consider the induced mappings between the corresponding hy...
For a given mapping between continua we study the induced mappings between the corresponding hypersp...
For some classes K of mappings we discuss two problems connected with limits of inverse systems: (1)...
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...
A continuum is a compact connected metric space. Amap is a continuous function. For a continuum X wi...
Inverse systems, inverse limit spaces, and bonding maps are defined. An investigation of the propert...
For a given map between continua we study the induced maps between n–fold hyperspaces and between n–...
We investigate the limit mappings between inverse limits of continua with upper semi-continuous bond...