MF @ [f] the minimum number of xed point among all boundary-preserving maps that are homotopic through boundary-preserving maps to f. The relative Nielsen numbe
We study the 1-parameter Wecken problem versus the restricted Wecken problem, for coincidence free p...
Graduation date: 1963In this paper we consider the behavior of certain surfaces at\ud certain bounda...
AbstractIn this paper we study the Nielsen number of a self-map f:M→M of a compact connected surface...
AbstractLet F: M → M be a self-map of a hyperbolic surface with boundary. If F is both simple and W-...
Let X be a compact 2-manifold with nonempty boundary partial derivative X. Given a boundary-preservi...
AbstractThis paper considers the relationship between the relative Nielsen number and the minimal nu...
AbstractLet M be a compact connected manifold with nonempty boundary and let f: (M, ∂M) → (M, ∂M) be...
For a pair of maps phi: M --> P and psi: P --> M between compact surfaces, the minimum number ...
We give a complete proof of the following theorem which was conjectured by Jakob Nielsen for closed ...
The Nielsen number $N(f)$ is a lower bound for the minimal number of fixed points among maps homotop...
We consider a genus $2$ surface, $M$, of constant negative curvature and we construct a $12$-sided...
In this paper we consider the behavior of certain surfaces at certain boundary points. The surfaces ...
AbstractFor a C∞ stable map φ:M→S2 of a closed and connected surface M into the sphere, let c(φ), i(...
AbstractWe study the 1-parameter Wecken problem versus the restricted Wecken problem, for coincidenc...
A selfmap is Wecken when the minimal number of fixed points among all maps in its homotopy class is ...
We study the 1-parameter Wecken problem versus the restricted Wecken problem, for coincidence free p...
Graduation date: 1963In this paper we consider the behavior of certain surfaces at\ud certain bounda...
AbstractIn this paper we study the Nielsen number of a self-map f:M→M of a compact connected surface...
AbstractLet F: M → M be a self-map of a hyperbolic surface with boundary. If F is both simple and W-...
Let X be a compact 2-manifold with nonempty boundary partial derivative X. Given a boundary-preservi...
AbstractThis paper considers the relationship between the relative Nielsen number and the minimal nu...
AbstractLet M be a compact connected manifold with nonempty boundary and let f: (M, ∂M) → (M, ∂M) be...
For a pair of maps phi: M --> P and psi: P --> M between compact surfaces, the minimum number ...
We give a complete proof of the following theorem which was conjectured by Jakob Nielsen for closed ...
The Nielsen number $N(f)$ is a lower bound for the minimal number of fixed points among maps homotop...
We consider a genus $2$ surface, $M$, of constant negative curvature and we construct a $12$-sided...
In this paper we consider the behavior of certain surfaces at certain boundary points. The surfaces ...
AbstractFor a C∞ stable map φ:M→S2 of a closed and connected surface M into the sphere, let c(φ), i(...
AbstractWe study the 1-parameter Wecken problem versus the restricted Wecken problem, for coincidenc...
A selfmap is Wecken when the minimal number of fixed points among all maps in its homotopy class is ...
We study the 1-parameter Wecken problem versus the restricted Wecken problem, for coincidence free p...
Graduation date: 1963In this paper we consider the behavior of certain surfaces at\ud certain bounda...
AbstractIn this paper we study the Nielsen number of a self-map f:M→M of a compact connected surface...