summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decomposition. We show the existence of flows corresponding to the same link of periodic orbits that are non equivalent. So, the link of periodic orbits is not in a 1-1 correspondence with this type of flows and we search for other topological invariants such as the associated dual graph
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
Any link in a 3-manifold is the closed orbits of a non-singular Morse-Smale flow after taking the sp...
We build dual graphs for the Non-Singular Morse-Smale systems on S3 characterized by I, II and III W...
AbstractA Smale flow is a structurally stable flow with one-dimensional invariant sets. We use infor...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
In this paper, we study the topology of Bott integrable Hamiltonian flows on S2 × S1 in terms of som...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
Any link in a 3-manifold is the closed orbits of a non-singular Morse-Smale flow after taking the sp...
We build dual graphs for the Non-Singular Morse-Smale systems on S3 characterized by I, II and III W...
AbstractA Smale flow is a structurally stable flow with one-dimensional invariant sets. We use infor...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
In this paper, we study the topology of Bott integrable Hamiltonian flows on S2 × S1 in terms of som...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
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