Cong Ding

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20232025

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math.AG2025

$H_{2 n + 1}$ -structures on odd dimensional projective spaces

Cong Ding, Zhijun Luo

We prove that the Heisenberg group $\h_{2n+1}$ admits infinitely many inequivalent equivariant compactifications into $P^{2 n + 1}$ for all $n \geq 1$ . This result provides an…

math.AG2024

Smooth Euler-symmetric varieties generated by a single polynomial

Cong Ding, Zhijun Luo

We classify smooth Euler-symmetric varieties corresponding to the symbol system generated by a single reduced polynomial.

H2n+1​-structures on odd dimensional projective spaces

Smooth Euler-symmetric varieties generated by a single polynomial

$H_{2 n + 1}$ -structures on odd dimensional projective spaces