Add to ORKGAbstract. This paper surveys some open problems in the theory of singularities of mappings. It does not claim to be comprehensive or fair. The problems are those whose answers I would most like to see
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
This is the third part of the work on the exact triangles. We construct chain homomorphisms and show...
The first monograph on singularities of mappings for many years, this book provides an introduction ...
We construct all $\cal A$e-codimension 1 multi-germs of analytic (or smooth) maps (kn, T) [rightward...
AbstractWe consider the bordism theory generated by quadruples (Mk,f,X;g) where Mk is an oriented sm...
2. The singular ∆-set of a topological space 6 3. The long exact sequence of a pair
We study the hyperplane arrangements associated, via the minimal model programme, to symplectic quot...
We obtain algebraic and geometric conditions for the topological triviality of versal unfoldings of ...
We obtain algebraic and geometric conditions for the topological triviality of versal unfoldings of ...
AbstractA Morse 1-singularity is a germ f:(C3,0)→(C,0) with a 1-dimensional singular set, Σ(f), such...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
This is the third part of the work on the exact triangles. We construct chain homomorphisms and show...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
AbstractThis paper is concerned with the relation between the topology of certain real algebraic set...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
This is the third part of the work on the exact triangles. We construct chain homomorphisms and show...
The first monograph on singularities of mappings for many years, this book provides an introduction ...
We construct all $\cal A$e-codimension 1 multi-germs of analytic (or smooth) maps (kn, T) [rightward...
AbstractWe consider the bordism theory generated by quadruples (Mk,f,X;g) where Mk is an oriented sm...
2. The singular ∆-set of a topological space 6 3. The long exact sequence of a pair
We study the hyperplane arrangements associated, via the minimal model programme, to symplectic quot...
We obtain algebraic and geometric conditions for the topological triviality of versal unfoldings of ...
We obtain algebraic and geometric conditions for the topological triviality of versal unfoldings of ...
AbstractA Morse 1-singularity is a germ f:(C3,0)→(C,0) with a 1-dimensional singular set, Σ(f), such...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
This is the third part of the work on the exact triangles. We construct chain homomorphisms and show...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
AbstractThis paper is concerned with the relation between the topology of certain real algebraic set...
The space of functions – or maps – is huge. Fortunately, many of its elements may be regarded as equ...
This is the third part of the work on the exact triangles. We construct chain homomorphisms and show...
The first monograph on singularities of mappings for many years, this book provides an introduction ...