A locally trivial differentiable fibre bundle with total space S 2n-1 whose fibres are great (n-1)-spheres is topologically equivalent to one of the classical Hopf fibrations
AbstractWe seek local criteria for determining when a mapping ƒ between (2k+1)-dimensional manifolds...
International audienceA holomorphically fibred space generates locally trivial bundles with positive...
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
Fibrations of s2n-1 by great (n-1)-spheres arise in the theory of Blaschke manifolds; see Gluck-Warn...
The Hopf fibrations of S2n+1 by great circles, S4n+3 by great 3-spheres, and S15 by great 7-spheres ...
Abstract. We construct an explicit diffeomorphism taking any fibration of a sphere by great circles ...
The Hopf fibrations of S2n+1 by great circles, S4n+3 by great 3-spheres, and S15 by great 7-spheres ...
We construct sphere fibrations over $(n-1)$-connected $2n$-manifolds such that the total space is a ...
summary:Let $F=F^{(A,H,t)}$ and $F^1=F^{(A^1,H^1,t^1)}$ be fiber product preserving bundle functors ...
Given a Hopf fibration of a round sphere by parallel great subspheres, we prove that the projection ...
International audienceWe describe the pairs (p, n) such that n-dimensional affine space is fibred by...
The ?-deformed Hopf fibration S3??S2 over the commutative 2-sphere is compared with its classical co...
All fiber bundle with a given set of characteristic classes are viewable as particular projections o...
The θ-deformed Hopf fibration S3θ → S2 over the commutative 2-sphere is compared with its classical ...
AbstractWe describe several conditions under which the product of hopfian manifolds is another hopfi...
AbstractWe seek local criteria for determining when a mapping ƒ between (2k+1)-dimensional manifolds...
International audienceA holomorphically fibred space generates locally trivial bundles with positive...
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
Fibrations of s2n-1 by great (n-1)-spheres arise in the theory of Blaschke manifolds; see Gluck-Warn...
The Hopf fibrations of S2n+1 by great circles, S4n+3 by great 3-spheres, and S15 by great 7-spheres ...
Abstract. We construct an explicit diffeomorphism taking any fibration of a sphere by great circles ...
The Hopf fibrations of S2n+1 by great circles, S4n+3 by great 3-spheres, and S15 by great 7-spheres ...
We construct sphere fibrations over $(n-1)$-connected $2n$-manifolds such that the total space is a ...
summary:Let $F=F^{(A,H,t)}$ and $F^1=F^{(A^1,H^1,t^1)}$ be fiber product preserving bundle functors ...
Given a Hopf fibration of a round sphere by parallel great subspheres, we prove that the projection ...
International audienceWe describe the pairs (p, n) such that n-dimensional affine space is fibred by...
The ?-deformed Hopf fibration S3??S2 over the commutative 2-sphere is compared with its classical co...
All fiber bundle with a given set of characteristic classes are viewable as particular projections o...
The θ-deformed Hopf fibration S3θ → S2 over the commutative 2-sphere is compared with its classical ...
AbstractWe describe several conditions under which the product of hopfian manifolds is another hopfi...
AbstractWe seek local criteria for determining when a mapping ƒ between (2k+1)-dimensional manifolds...
International audienceA holomorphically fibred space generates locally trivial bundles with positive...
AbstractWe consider finite, orientable, connected, branched coverings of a 2-sphere which have at mo...
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