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Joonas Ilmavirta
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geometric Geometric representatives of homology classes of manifolds

isIs it true that for even dimensional differentiable manifold M^2n$M^{2n}$ all singular homology classes in dimnsiondimension less than n$n$ can be represented by a submanifold?

geometric representatives of homology classes of manifolds

is it true that for even dimensional differentiable manifold M^2n all singular homology classes in dimnsion less than n can be represented by a submanifold?

Geometric representatives of homology classes of manifolds

Is it true that for even dimensional differentiable manifold $M^{2n}$ all singular homology classes in dimension less than $n$ can be represented by a submanifold?

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geometric representatives of homology classes of manifolds

is it true that for even dimensional differentiable manifold M^2n all singular homology classes in dimnsion less than n can be represented by a submanifold?