AbstractWe explore the (co)formality and (co)spherical generation of a space and the relationship between them. As a consequence of general rigidity results we obtain a linear obstruction theory for these properties. We also show that the skeletal versions of these properties are in fact characterized by this linearization
Abstract. A foundational theorem of Laman provides a counting characterisation of the finite simple ...
Abstract. Rigidity questions on rational homogeneous spaces arise naturally as higher dimen-sional g...
International audienceWe prove that any minimal Lagrangian diffeomorphism between two closed spheric...
summary:We generalize a previous result concerning the geometric realizability of model spaces as cu...
In this paper, we offer an overview of a number of results on the static rigidity and infinitesimal ...
ABSTRACr. This is a short report on two rigidity theorems concerning spheres. One is characterizing ...
In general, geometric properties of a manifold are not determined by topological invariants of this ...
Available from British Library Document Supply Centre- DSC:DXN063893 / BLDSC - British Library Docum...
The authors give a quick account for the theory of quasi-hyperbolicity and linear transversality, du...
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may b...
The smoothness of a morphism between noetherian schemes can be recognized in terms of the induced ma...
The study of group actions is more than a hundred years old but remains to this day a vibrant and wi...
In this article, we generalize Eberlein’s Rigidity Theorem to the singular case, namely, one of the ...
Abstract. We show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may...
AbstractWe consider the concept of abstract two-dimensional rigidity and provide necessary and suffi...
Abstract. A foundational theorem of Laman provides a counting characterisation of the finite simple ...
Abstract. Rigidity questions on rational homogeneous spaces arise naturally as higher dimen-sional g...
International audienceWe prove that any minimal Lagrangian diffeomorphism between two closed spheric...
summary:We generalize a previous result concerning the geometric realizability of model spaces as cu...
In this paper, we offer an overview of a number of results on the static rigidity and infinitesimal ...
ABSTRACr. This is a short report on two rigidity theorems concerning spheres. One is characterizing ...
In general, geometric properties of a manifold are not determined by topological invariants of this ...
Available from British Library Document Supply Centre- DSC:DXN063893 / BLDSC - British Library Docum...
The authors give a quick account for the theory of quasi-hyperbolicity and linear transversality, du...
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may b...
The smoothness of a morphism between noetherian schemes can be recognized in terms of the induced ma...
The study of group actions is more than a hundred years old but remains to this day a vibrant and wi...
In this article, we generalize Eberlein’s Rigidity Theorem to the singular case, namely, one of the ...
Abstract. We show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may...
AbstractWe consider the concept of abstract two-dimensional rigidity and provide necessary and suffi...
Abstract. A foundational theorem of Laman provides a counting characterisation of the finite simple ...
Abstract. Rigidity questions on rational homogeneous spaces arise naturally as higher dimen-sional g...
International audienceWe prove that any minimal Lagrangian diffeomorphism between two closed spheric...
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