In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori are considered. We describe these flows from the corresponding filtrations and obtain conditions for the existence of transversal intersections of invariant manifolds of saddle orbits. Moreover, we build the phase portrait for each case in order to obtain a complete description of the flow and to visualize how invariant manifolds of saddles intersect
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
We discuss how to realize simple Smale Flows on 3-manifolds. We focus on three questions: (1) What...
The Hodge star mean curvature flow on a 3‑dimensional Riemannian or pseudo-Riemannian manifold is on...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
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...
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...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
We build dual graphs for the Non-Singular Morse-Smale systems on S3 characterized by I, II and III W...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
We prove a conjecture of Hutchings and Lee relating the Seiberg{Witten in-variants of a closed 3{man...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
We discuss how to realize simple Smale Flows on 3-manifolds. We focus on three questions: (1) What...
The Hodge star mean curvature flow on a 3‑dimensional Riemannian or pseudo-Riemannian manifold is on...
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
summary:We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle...
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...
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...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
We build dual graphs for the Non-Singular Morse-Smale systems on S3 characterized by I, II and III W...
In this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbi...
We prove a conjecture of Hutchings and Lee relating the Seiberg{Witten in-variants of a closed 3{man...
AbstractIn this paper we consider a rotational symmetry on a non-singular Morse–Smale (NMS) system a...
We discuss how to realize simple Smale Flows on 3-manifolds. We focus on three questions: (1) What...
The Hodge star mean curvature flow on a 3‑dimensional Riemannian or pseudo-Riemannian manifold is on...