Add to ORKGIn this paper we build Non-singular Morse-Smale ows on S3 with unknotted and unlinked saddle orbits by identifying fat round handles along their boundaries. This way of building the ows enables to get their phase portraits. We also show that the presence of heteroclinic trajectories imposes an order in the round handle decomposition of these ows; this order is total for NMS ows composed of one repulsive, one attractive and n unknotted saddle orbits, for n >
In this paper NMS flows on S 3 with a round handle decomposition made up of connected sum of tori ...
Any link in a 3-manifold is the closed orbits of a non-singular Morse-Smale flow after taking the sp...
A regular circle-valued Morse function on the knot complement C(K) = S^3\K is a function f ...
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...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
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...
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...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
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 ...
Any link in a 3-manifold is the closed orbits of a non-singular Morse-Smale flow after taking the sp...
A regular circle-valued Morse function on the knot complement C(K) = S^3\K is a function f ...
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...
In this paper we find topological conditions for the non existence of heteroclinic trajectories conn...
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...
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...
We build the flows of non singular Morse-Smale systems on the 3-sphere from its round handle decompo...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
International audienceThe topological classification of even the simplest Morse-Smale diffeomorphism...
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 ...
Any link in a 3-manifold is the closed orbits of a non-singular Morse-Smale flow after taking the sp...
A regular circle-valued Morse function on the knot complement C(K) = S^3\K is a function f ...
