Shi Cheng Wang

most citedNon-zero degree maps between

2 n

-manifolds

22 citations · 33 across the 2 of their papers we have counts for

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math.GT2004★ 22 cited

Non-zero degree maps between $2 n$ -manifolds

Haibao Duan, Shicheng Wang

Thom-Pontrjagin constructions are used to give a computable necessary and sufficient condition when a homomorphism $ϕ : H^{n} (L; Z) \to H^{n} (M; Z)$ can be realized by a map $f : M \to L$ of…

math.GT2003★ 11 cited

Non-zero degree maps between 3-manifolds

Shicheng Wang

First the title could be also understood as ``3-manifolds related by non-zero degree maps" or "Degrees of maps between 3-manifolds" for some aspects in this survey talk. The topolo…

Non-zero degree maps between 2n-manifolds

Non-zero degree maps between 3-manifolds

Non-zero degree maps between $2 n$ -manifolds