Yu-yu Wang

most citedExamples of diffeomorphic complete intersections with different Hodge numbers

3 citations · 7 across the 5 of their papers we have counts for

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4 papers · 1 filter

math.AT2020

Todd genus and $A_{k}$ -genus of unitary $S^{1}$ -manifolds

Jianbo Wang, Zhiwang Yu, Yuyu Wang

Assume that $M$ is a compact connected unitary 2n-dimensional manifold and admits a non-trivial circle action preserving the given complex structure. If the first Chern class of $M…

math.AT2020★ 2 cited

Elliptic genera of level $N$ for complete intersections

Jianbo Wang, Yuyu Wang, Zhiwang Yu

We study the elliptic genera of level $N$ at the cusps of $Γ_{1} (N)$ for any complete intersection. These genera are described as the summations of generalized binomial coefficients,…

math.AT2020★ 2 cited

The Hirzebruch genera of complete intersections

Jianbo Wang, Zhiwang Yu, Yuyu Wang

Following Brooks's calculation of the $A^$ -genus of complete intersections, a new and more computable formula about the $A^$ -genus and $α$ -invariant will be described as…

math.AT2014

Moduli spaces of 6 and 7-dimensional complete intersections

Jianbo Wang

This paper proves the existence of homeomorphic (diffeomorphic) complex 6-dimensional (7-dim) complete intersections that belong to components of the moduli space of different dime…

Todd genus and Ak​-genus of unitary S1-manifolds

Elliptic genera of level N for complete intersections

The Hirzebruch genera of complete intersections

Moduli spaces of 6 and 7-dimensional complete intersections

Todd genus and $A_{k}$ -genus of unitary $S^{1}$ -manifolds

Elliptic genera of level $N$ for complete intersections