AbstractIn this paper we generalize the concept of absolute neighborhood retract by introducing the notion of absolute neighborhood multi-retract. Furthermore, the Lefschetz fixed point theorem for admissible maps defined on absolute neighborhood multi-retracts is proved
El objetivo de este trabajo es presentar algunas de las propiedades elementales que tienen los retr...
Abstract. We characterize metric spaces X whose hyperspaces 2X or Bd(X) of non-empty closed (bounded...
AbstractGiven a graph H with a labelled subgraph G, a retraction of H to G is a homomorphism r:H→G s...
AbstractIn this paper we generalize the concept of absolute neighborhood retract by introducing the ...
AbstractWe extend the notion of absolute fixed point sets to the setting of continuum-valued maps wh...
ing generalization of absolute neighborhood retracts. Definition. A compact subset X of a metric spa...
AbstractIn the paper we study fiberwise absolute neighborhood extensors with respect to some classes...
Praca poświęcona jest różnym aspektom ściągalności i ich związkom z tzw. ANR-ami. Szczególna uwagapo...
AbstractWe characterize complete metric absolute (neighborhood) retracts in terms of existence of ce...
In recent years a number of generalizations of the notion of absolute neighborhood retract (ANR) hav...
In 1970, Schirmer discussed about topological properties of the fixed point set of...
summary:This paper discusses the notion, the properties and the application of multicores, i.e. some...
AbstractThis paper studies some properties which are preserved by refinable maps when the domain is ...
AbstractThe title refers to Cautyʼs example (Cauty, 1994 [3]) of a metric vector space which is not ...
AbstractThis paper presents new fixed point results for a general class of maps defined on Fréchet s...
El objetivo de este trabajo es presentar algunas de las propiedades elementales que tienen los retr...
Abstract. We characterize metric spaces X whose hyperspaces 2X or Bd(X) of non-empty closed (bounded...
AbstractGiven a graph H with a labelled subgraph G, a retraction of H to G is a homomorphism r:H→G s...
AbstractIn this paper we generalize the concept of absolute neighborhood retract by introducing the ...
AbstractWe extend the notion of absolute fixed point sets to the setting of continuum-valued maps wh...
ing generalization of absolute neighborhood retracts. Definition. A compact subset X of a metric spa...
AbstractIn the paper we study fiberwise absolute neighborhood extensors with respect to some classes...
Praca poświęcona jest różnym aspektom ściągalności i ich związkom z tzw. ANR-ami. Szczególna uwagapo...
AbstractWe characterize complete metric absolute (neighborhood) retracts in terms of existence of ce...
In recent years a number of generalizations of the notion of absolute neighborhood retract (ANR) hav...
In 1970, Schirmer discussed about topological properties of the fixed point set of...
summary:This paper discusses the notion, the properties and the application of multicores, i.e. some...
AbstractThis paper studies some properties which are preserved by refinable maps when the domain is ...
AbstractThe title refers to Cautyʼs example (Cauty, 1994 [3]) of a metric vector space which is not ...
AbstractThis paper presents new fixed point results for a general class of maps defined on Fréchet s...
El objetivo de este trabajo es presentar algunas de las propiedades elementales que tienen los retr...
Abstract. We characterize metric spaces X whose hyperspaces 2X or Bd(X) of non-empty closed (bounded...
AbstractGiven a graph H with a labelled subgraph G, a retraction of H to G is a homomorphism r:H→G s...
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