Add to ORKGIn the study of the fixed point properties of a con tinuous map f: X + X from a compact, connected ANR X into itself, a number of interesting numbers are associated with f. In particular, we are interested in the Nielsen numbe
AbstractWe prove that the Nielsen fixed point number N(φ) of an n-valued map φ:X⊸X of a compact conn...
AbstractIn this paper we present two (not independent) applications of the surplus Nielsen number of...
Let be a map of a compact, connected Riemannian manifold, with or without boundary. For sufficien...
Let f: X ~ X be a continuous map on a compact connected ANR X into itself. The Nielsen fixed point t...
Let f: X-> X be a continuous map from a compact connected ANR, X, into itself. We are interested ...
The study of fixed points of continuous self-maps of compact manifolds involves geometric topology i...
In the study of fixed point theorems for a continuous map f: X ~ X, X a compact connected metric ANR...
Given $X$ a Jiang space we know that all Nielsen classes have the same index. Now let us consider $X...
Using averaging formulas, we compute the Lefschetz, Nielsen and Reidemeister numbers of maps on infr...
AbstractThe purpose of this paper is to study the relationship between the local Nielsen fixed point...
summary:Some new fixed point results are established for mappings of the form $\,F_1+F_2\,$ with $\,...
Abstract. New fixed point theorems for permissible maps between Fréchet spaces are presented. The p...
Let f: X → X be a map of a compact, connected Riemannian manifold, with or without boundary. For >...
AbstractIn this note, we generalize the various existing local and relative Nielsen type numbers to ...
The purpose of this note is to establish fixed point theorems for densifying mappings and compact ma...
AbstractWe prove that the Nielsen fixed point number N(φ) of an n-valued map φ:X⊸X of a compact conn...
AbstractIn this paper we present two (not independent) applications of the surplus Nielsen number of...
Let be a map of a compact, connected Riemannian manifold, with or without boundary. For sufficien...
Let f: X ~ X be a continuous map on a compact connected ANR X into itself. The Nielsen fixed point t...
Let f: X-> X be a continuous map from a compact connected ANR, X, into itself. We are interested ...
The study of fixed points of continuous self-maps of compact manifolds involves geometric topology i...
In the study of fixed point theorems for a continuous map f: X ~ X, X a compact connected metric ANR...
Given $X$ a Jiang space we know that all Nielsen classes have the same index. Now let us consider $X...
Using averaging formulas, we compute the Lefschetz, Nielsen and Reidemeister numbers of maps on infr...
AbstractThe purpose of this paper is to study the relationship between the local Nielsen fixed point...
summary:Some new fixed point results are established for mappings of the form $\,F_1+F_2\,$ with $\,...
Abstract. New fixed point theorems for permissible maps between Fréchet spaces are presented. The p...
Let f: X → X be a map of a compact, connected Riemannian manifold, with or without boundary. For >...
AbstractIn this note, we generalize the various existing local and relative Nielsen type numbers to ...
The purpose of this note is to establish fixed point theorems for densifying mappings and compact ma...
AbstractWe prove that the Nielsen fixed point number N(φ) of an n-valued map φ:X⊸X of a compact conn...
AbstractIn this paper we present two (not independent) applications of the surplus Nielsen number of...
Let be a map of a compact, connected Riemannian manifold, with or without boundary. For sufficien...