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Classification of oriented vector bundles of rank 5 over closed oriented 5-manifolds

dg.differential-geometry at.algebraic-topology gt.geometric-topology differential-topology

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at.algebraic-topology gr.group-theory gn.general-topology

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at.algebraic-topology homotopy-theory equivariant-homotopy

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An almost complex structure on $S^2\times …\times S^2 / \mathbb{Z_2}$

at.algebraic-topology gt.geometric-topology smooth-manifolds

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ag.algebraic-geometry at.algebraic-topology

answered Dec 12 at 8:13 Johannes Huisman 547

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Classification of oriented vector bundles of rank 5 over closed oriented 5-manifolds

References on Discrete field theory vs Discrete differential geometry vs Combinatorial topology

3-fold of general type homeomorphic to rational 3-fold

Getting the most general form of Mayer-Vietoris from the Eilenberg-Steenrod axioms

Is the Thomason model structure on Cat simplicial? Is it a monoidal model category?

On the existence of a domination map of a finite polyhedron

Invariants in relative cohomology and compact support cohomology of the quotient

If an additive group of $\Bbb R^2$ contains a smoothly deformed circle, is it necessarily all of $\Bbb R^2$?

Homotopy fixed points of complex conjugation on $BU(n)$

What does the classifying space of a topological monoid classify?

Do we have estimate like $\int_\gamma \alpha \le |\alpha| \cdot |\gamma|$?

Stiefel-Whitney total class with prescribed zeros

An almost complex structure on $S^2\times …\times S^2 / \mathbb{Z_2}$

Is $\mathbb{C}^n\setminus V(f)$ homotopy equivalent with a “large ball complement”?

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