Lingzhong Zeng

collaborators

3 papers

math.DG2021

Eigenvalues for the Clamped Plate Problem of $L_{ν}^{2}$ Operator on Complete Riemannian manifolds

Lingzhong Zeng

$L_{ν}$ operator is an important extrinsic differential operator of divergence type and has profound geometric settings. In this paper, we consider the clamped plate probl…

math.DG2021

Eigenvalue Inequalities for the Clamped Plate Problem of $L_{ν}^{2}$ Operator

Lingzhong Zeng

$L_{I I}$ operator is introduced by Y.-L. Xin (\emph{Calculus of Variations and Partial Differential Equations. 2015, \textbf{54}(2):1995-2016)}, which is an important ex…

math.DG2016

The Gap of the Consecutive Eigenvalues of the Drifting Laplacian on Metric Measure Spaces

Lingzhong Zeng

In this paper, we investigate eigenvalues of the Dirichlet problem and the closed eigenvalue problem of drifting Laplacian on the complete metric measure spaces and establish the c…

Eigenvalues for the Clamped Plate Problem of Lν2​ Operator on Complete Riemannian manifolds

Eigenvalue Inequalities for the Clamped Plate Problem of Lν2​ Operator

The Gap of the Consecutive Eigenvalues of the Drifting Laplacian on Metric Measure Spaces

Eigenvalues for the Clamped Plate Problem of $L_{ν}^{2}$ Operator on Complete Riemannian manifolds

Eigenvalue Inequalities for the Clamped Plate Problem of $L_{ν}^{2}$ Operator