Zhen Huan

most citedLevel structures on

p

-divisible groups from the Morava

E

-theory of abelian groups

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math.AT2020★ 1 cited

Level structures on $p$ -divisible groups from the Morava $E$ -theory of abelian groups

Zhen Huan, Nathaniel Stapleton

The close relationship between the scheme of level structures on the universal deformation of a formal group and the Morava $E$ -cohomology of finite abelian groups has played an im…

math.AT2016

Quasi-Elliptic Cohomology and its Power Operations

Zhen Huan

Quasi-elliptic cohomology is a variant of Tate K-theory. It is the orbifold K-theory of a space of constant loops. For global quotient orbifolds, it can be expressed in terms of eq…

Level structures on p-divisible groups from the Morava E-theory of abelian groups

Quasi-Elliptic Cohomology and its Power Operations

Level structures on $p$ -divisible groups from the Morava $E$ -theory of abelian groups