Estimates for the first eigenvalues of divergence type operators
Volume 175 / 2024
Colloquium Mathematicum 175 (2024), 97-113
MSC: Primary 53C21; Secondary 58J32
DOI: 10.4064/cm8930-1-2024
Published online: 14 March 2024
Abstract
We study the first nonzero eigenvalues of the divergence type operator $L_{\phi ,V}^{g}$. For compact smooth metric measure spaces with boundary, we obtain lower bounds for the first nonzero eigenvalues of several types of eigenvalue problems for the square of $L_{\phi ,V}^{g}$.
