Add to ORKGAbstract. On a compact oriented manifold without boundary, we consider a closed 1-form with singularities of Morse type, called Morse form. We give criteria for the foliation defined by this form to have a compact leaf, to have k homologically independent compact leaves, and to have no minimal components
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
AbstractOn a closed oriented manifold M, a codimension one foliation F which is limit of a sequence ...
summary:We study the topology of foliations of close cohomologous Morse forms (smooth closed 1-forms...
summary:The foliation of a Morse form $\omega$ on a closed manifold $M$ is considered. Its maximal c...
Abstract. We study the topology of foliations of close cohomologous Morse forms on a smooth closed o...
AbstractWe study the geometry of compact singular leaves γ and minimal components Cmin of the foliat...
We study the geometry of compact singular leaves γ and minimal components Cmin of the foliation Fω o...
Abstract. On a closed orientable surface M2g of genus g, we consider the foliation of a weakly gener...
Conditions and a criterion for the presence of minimal components in the foliation of a Morse form ω...
AbstractConditions and a criterion for the presence of minimal components in the foliation of a Mors...
The work has been devoted to studying properties of the compact foliations determined by the Morse q...
AbstractLet M be a smooth manifold and let F be a codimension one, C∞ foliation on M, with isolated ...
AbstractThis paper deals with the question of ergodicity of foliations defined by smooth closed one-...
If a smooth foliation of a manifold M has a compact leaf L, conditions on the holonomy of L are give...
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
AbstractOn a closed oriented manifold M, a codimension one foliation F which is limit of a sequence ...
summary:We study the topology of foliations of close cohomologous Morse forms (smooth closed 1-forms...
summary:The foliation of a Morse form $\omega$ on a closed manifold $M$ is considered. Its maximal c...
Abstract. We study the topology of foliations of close cohomologous Morse forms on a smooth closed o...
AbstractWe study the geometry of compact singular leaves γ and minimal components Cmin of the foliat...
We study the geometry of compact singular leaves γ and minimal components Cmin of the foliation Fω o...
Abstract. On a closed orientable surface M2g of genus g, we consider the foliation of a weakly gener...
Conditions and a criterion for the presence of minimal components in the foliation of a Morse form ω...
AbstractConditions and a criterion for the presence of minimal components in the foliation of a Mors...
The work has been devoted to studying properties of the compact foliations determined by the Morse q...
AbstractLet M be a smooth manifold and let F be a codimension one, C∞ foliation on M, with isolated ...
AbstractThis paper deals with the question of ergodicity of foliations defined by smooth closed one-...
If a smooth foliation of a manifold M has a compact leaf L, conditions on the holonomy of L are give...
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
We study one-forms with zero wedge-product, which we call collinear, and their foliations. We charac...
AbstractOn a closed oriented manifold M, a codimension one foliation F which is limit of a sequence ...