AbstractWe define the notion of a Fredholm vector field and prove a transversality result giving conditions under which a vertical family of such vector fields generically have nondegenerate zeros. Many geometric objects like minimal surfaces, geodesics, and harmonic maps arise as the zeros of a Fredholm vector field
We prove a best possible transversality theorem for maps from manifolds to orbifolds, and, more gene...
AbstractWe characterize the matroid dual to a transversal matroid. We also show that Richard Rado's ...
AbstractWe construct a degree theory for oriented Fredholm mappings of index zero between open subse...
AbstractWe define the notion of a Fredholm vector field and prove a transversality result giving con...
In this note we review some results on the transversality conditions for a smooth Fredholm map f:×(0...
We present some transversality results for a category of Frechet manifolds, the so-called MCk - Frec...
Abstract. In this note we review some results on the transversality conditions for a smooth Fredholm...
It is shown, via a number of examples in linear algebra and control, optimization, and geometry, tha...
We use group representation theory to obtain complete transversals of singularities of vector fields...
Geometry of flat vector fields for which total curvature of the second kind equals zero in a domain ...
Let Y and X denote Ck vector fields on a possibly noncompact surface with empty boundary, 1 ≤ k< ...
summary:The aim of this paper is to generalize several basic results from transversal theory, primar...
This is the third in a series of papers devoted to a general Fredholm theory in a new class of space...
AbstractAn equivariant jet transversality framework is developed for the study of critical sets of i...
summary:We prove a generalization of Thom’s transversality theorem. It gives conditions under which ...
We prove a best possible transversality theorem for maps from manifolds to orbifolds, and, more gene...
AbstractWe characterize the matroid dual to a transversal matroid. We also show that Richard Rado's ...
AbstractWe construct a degree theory for oriented Fredholm mappings of index zero between open subse...
AbstractWe define the notion of a Fredholm vector field and prove a transversality result giving con...
In this note we review some results on the transversality conditions for a smooth Fredholm map f:×(0...
We present some transversality results for a category of Frechet manifolds, the so-called MCk - Frec...
Abstract. In this note we review some results on the transversality conditions for a smooth Fredholm...
It is shown, via a number of examples in linear algebra and control, optimization, and geometry, tha...
We use group representation theory to obtain complete transversals of singularities of vector fields...
Geometry of flat vector fields for which total curvature of the second kind equals zero in a domain ...
Let Y and X denote Ck vector fields on a possibly noncompact surface with empty boundary, 1 ≤ k< ...
summary:The aim of this paper is to generalize several basic results from transversal theory, primar...
This is the third in a series of papers devoted to a general Fredholm theory in a new class of space...
AbstractAn equivariant jet transversality framework is developed for the study of critical sets of i...
summary:We prove a generalization of Thom’s transversality theorem. It gives conditions under which ...
We prove a best possible transversality theorem for maps from manifolds to orbifolds, and, more gene...
AbstractWe characterize the matroid dual to a transversal matroid. We also show that Richard Rado's ...
AbstractWe construct a degree theory for oriented Fredholm mappings of index zero between open subse...
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