Add to ORKG<正> NotatianM a compact,boundaryless,orientable or non—orientable two-dimensional manifold of class C~∞H~r(M) the Banach space of C~r(r≥1)vector fields on M∑~r(M) the set of structurally stable vector fields in H~r(M)MS~r(M) the set of Morse—Smale vector fields in H~r(M)04501-50
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Abstract. We show that holomorphic vector fields on (C3, 0) have separatrices provided that they are...
We study constructions of vector fields with properties which are characteristic to Reeb vector fiel...
AbstractFrom the structural stability viewpoint vector fields on M which are tangent to the boundary...
AbstractLet M be a C2 manifold modeled on a Banach space with an inner product. We prove a generaliz...
AbstractWe give a description of the C1-interior (Int1(OrientSh)) of the set of smooth vector fields...
The Morse Theory of critical points was extended by Palais and Smale to a certain class of functions...
The computation of global invariant manifolds has seen renewed interest in recent years. We survey d...
AbstractLet g be a pseudo-Riemannian metric on a 2-dimensional manifold M. We prove that a conformal...
Let M2n+1 be a C(CPn) -singular manifold. We study functions and vector fields with isolated singula...
AbstractIn this note, we study the structural classification and structural stability of divergence-...
<正> Let ■ be the linear space of all C~1 vector fields X on a compact n-dimensionalC~∞ Riemann...
International audienceGiven a compact smooth manifold $M$ with non-empty boundary and a Morse functi...
Let us consider two vector fields (1) X' = F(X) (2) Y' = F(Y) defined on a give Euclidean space E wh...
Morse homology were developed during the rst half of the twentieth century. The underlying idea and...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Abstract. We show that holomorphic vector fields on (C3, 0) have separatrices provided that they are...
We study constructions of vector fields with properties which are characteristic to Reeb vector fiel...
AbstractFrom the structural stability viewpoint vector fields on M which are tangent to the boundary...
AbstractLet M be a C2 manifold modeled on a Banach space with an inner product. We prove a generaliz...
AbstractWe give a description of the C1-interior (Int1(OrientSh)) of the set of smooth vector fields...
The Morse Theory of critical points was extended by Palais and Smale to a certain class of functions...
The computation of global invariant manifolds has seen renewed interest in recent years. We survey d...
AbstractLet g be a pseudo-Riemannian metric on a 2-dimensional manifold M. We prove that a conformal...
Let M2n+1 be a C(CPn) -singular manifold. We study functions and vector fields with isolated singula...
AbstractIn this note, we study the structural classification and structural stability of divergence-...
<正> Let ■ be the linear space of all C~1 vector fields X on a compact n-dimensionalC~∞ Riemann...
International audienceGiven a compact smooth manifold $M$ with non-empty boundary and a Morse functi...
Let us consider two vector fields (1) X' = F(X) (2) Y' = F(Y) defined on a give Euclidean space E wh...
Morse homology were developed during the rst half of the twentieth century. The underlying idea and...
PhDMathematicsUniversity of Michigan, Horace H. Rackham School of Graduate Studieshttp://deepblue.li...
Abstract. We show that holomorphic vector fields on (C3, 0) have separatrices provided that they are...
We study constructions of vector fields with properties which are characteristic to Reeb vector fiel...