Add to ORKGUsing the notion of Levi form of a smooth distribution, we discuss the local and the global problem of existence of one horizontal section of a smooth vector bundle endowed with a horizontal distribution
Control theory has found several applications in Physics in the last decades, from Statistical and C...
Let L be a real 3 dimensional analytic variety. For each regular point p L there exists a unique ...
We study the separatrices at the origin of the vector field $-\nabla \log |f|$, where $f$ is any pla...
Motivated by nonholonomic mechanics, we investigate various aspects of the interplay of an affine co...
AbstractWe generalize the classical Frobenius Theorem to distributions that are spanned by locally L...
We formulate a notion of (uniform) asymptotic involutivity and show that it implies (unique) integra...
AbstractA proof of the relative version of Frobenius theorem for a graded submersion, which includes...
In this thesis, we explore the following question: what is the accessible set of a distribution H on...
summary:Smooth bundles, whose fibres are distribution spaces, are introduced according to the notion...
We study the natural property of projectability of a torsion-free connection along a foliation on th...
For a canonical foliation on a manifold MA over a local algebra, the double-struck A-affine horizont...
We prove a Frobenius-type theorem for singular distributions generated by a family of locally Lipsch...
We extend the analytic theory of Frobenius manifolds to semisimple points with coalescing eigenvalue...
We formulate a notion of (uniform) asymptotic involutivity and show that it implies (unique) integ...
We consider a regular distribution D in a Riemannian manifold (M, g). The LeviCivita connection on (...
Control theory has found several applications in Physics in the last decades, from Statistical and C...
Let L be a real 3 dimensional analytic variety. For each regular point p L there exists a unique ...
We study the separatrices at the origin of the vector field $-\nabla \log |f|$, where $f$ is any pla...
Motivated by nonholonomic mechanics, we investigate various aspects of the interplay of an affine co...
AbstractWe generalize the classical Frobenius Theorem to distributions that are spanned by locally L...
We formulate a notion of (uniform) asymptotic involutivity and show that it implies (unique) integra...
AbstractA proof of the relative version of Frobenius theorem for a graded submersion, which includes...
In this thesis, we explore the following question: what is the accessible set of a distribution H on...
summary:Smooth bundles, whose fibres are distribution spaces, are introduced according to the notion...
We study the natural property of projectability of a torsion-free connection along a foliation on th...
For a canonical foliation on a manifold MA over a local algebra, the double-struck A-affine horizont...
We prove a Frobenius-type theorem for singular distributions generated by a family of locally Lipsch...
We extend the analytic theory of Frobenius manifolds to semisimple points with coalescing eigenvalue...
We formulate a notion of (uniform) asymptotic involutivity and show that it implies (unique) integ...
We consider a regular distribution D in a Riemannian manifold (M, g). The LeviCivita connection on (...
Control theory has found several applications in Physics in the last decades, from Statistical and C...
Let L be a real 3 dimensional analytic variety. For each regular point p L there exists a unique ...
We study the separatrices at the origin of the vector field $-\nabla \log |f|$, where $f$ is any pla...