Interlacing inequalities of Laplacian spectra on quantum star graphs

Author:

Burhan Moh. Januar I.,Soeharyadi Yudi,Budhi Wono Setya

Publisher

AIP Publishing

Reference12 articles.

1. G. Berkolaiko and P. Kuchment, Introduction to quantum graphs, 186 (American Mathematical Soc., 2013).

2. Quantum graphs: I. Some basic structures

3. M. J. I. Burhan, Y. Soeharyadi, and W. S. Budhi, “On eigenvalues of the laplacian with the dirichlet condition at end-vertices on simple quantum trees,” in CONFERENCE PROCEEDINGS OF SCIENCE AND TECHNOLOGY, Vol. 4 (2021) pp. 284–293.

4. M. J. I. Burhan, Y. Soeharyadi, and W. S. Budhi, “Edge-based linear wave equations on quantum trees with dirichlet boundary conditions and its simulation,” submitted (2022).

5. M. A. Klawonn, “Spectral comparison of the standard laplacian on equilateral finite metric graphs subjected to kirchhoff and anti-kirchhoff vertex conditions,” Hagen: FernUniversität Hagen (2019).

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