Hang Chen

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20112026

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math.DG2018

Sharp Reilly-type inequalities for submanifolds in space forms

Hang Chen, Xianfeng Wang

Let $M$ be an $n (> 2)$ -dimensional closed orientable submanifold in an $(n + p)$ -dimensional space form $R^{n + p} (c)$ . We obtain an optimal upper bound for the second eigenval…

math.DG2018

Reilly-type inequalities for $p$ -Laplacian on submanifolds in space forms

Hang Chen, Guofang Wei

Let $M$ be an $n$ -dimensional closed orientable submanifold in an $N$ -dimensional space form. When $1 < p \leq \frac{n}{2} + 1$ , we obtain an upper bound for the first nonzero eigenvalue…

Sharp Reilly-type inequalities for submanifolds in space forms

Reilly-type inequalities for p-Laplacian on submanifolds in space forms

Reilly-type inequalities for $p$ -Laplacian on submanifolds in space forms