AbstractWe apply Zdun’s factorization theorem (see Zdun (2008) [3]) to give the conditions for the existence and the form of continuous and orientation-preserving iterative roots of homeomorphisms of the circle with a rational rotation number. Our theorem generalizes the previous results given by Jarczyk (2003) in [2], Zdun (2008) in [3] and Solarz (2003, 2009) in [4] and [5]
Abstract. We study the problem of existence of a periodic point in the boundary of an invariant doma...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
AbstractWe prove that for every orientation-preserving homeomorphism F:S1→S1 possessing periodic poi...
AbstractWe apply Zdun’s factorization theorem (see Zdun (2008) [3]) to give the conditions for the e...
We apply the dynamical method to obtain structural results concerning certain classes of one-dimensi...
Let fθ(x) = F0(x) + θ (mod1), x ∈ S1, θ ∈ [0, 1] be a family of preserving orientation circle homeo...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
AbstractWe give a necessary and sufficient condition for topological conjugacy of homeomorphisms of ...
In this article, we study a one-parameter family of circle homeomorphisms with one break point. It i...
Abstract. We study the problem of existence of a periodic point in the boundary of an invariant doma...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
We show that the theorem proved in [8] generalises the previous results concerning orienta...
AbstractWe prove that for every orientation-preserving homeomorphism F:S1→S1 possessing periodic poi...
AbstractWe apply Zdun’s factorization theorem (see Zdun (2008) [3]) to give the conditions for the e...
We apply the dynamical method to obtain structural results concerning certain classes of one-dimensi...
Let fθ(x) = F0(x) + θ (mod1), x ∈ S1, θ ∈ [0, 1] be a family of preserving orientation circle homeo...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
O conhecido Teorema de Poincaré afirma: O número de rotação de homeomorfismo do círculo S^1 que pres...
AbstractWe give a necessary and sufficient condition for topological conjugacy of homeomorphisms of ...
In this article, we study a one-parameter family of circle homeomorphisms with one break point. It i...
Abstract. We study the problem of existence of a periodic point in the boundary of an invariant doma...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
Um dos teoremas conhecidos de Poincaré afirma: Seja f um homeomorfismo do círculo que preserva orien...
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