Pages that link to "Item:Q5126341"
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The following pages link to A Family of Diameter-Based Eigenvalue Bounds for Quantum Graphs (Q5126341):
Displaying 14 items.
- On the spectral gap of a quantum graph (Q312228) (← links)
- Diameters, distortion, and eigenvalues (Q444413) (← links)
- The first eigenvalue of the \(p-\)Laplacian on quantum graphs (Q503405) (← links)
- On torsional rigidity and ground-state energy of compact quantum graphs (Q2099838) (← links)
- Competing nonlinearities in NLS equations as source of threshold phenomena on star graphs (Q2127590) (← links)
- On the hot spots of quantum graphs (Q2238240) (← links)
- Upper bound for the diameter of a tree in the quantum graph theory (Q2696193) (← links)
- Eigenvalue estimates for the Laplacian on a metric tree (Q2964042) (← links)
- The Path Resistance Method for Bounding the Smallest Nontrivial Eigenvalue of a Laplacian (Q4934783) (← links)
- Sharp diameter bound on the spectral gap for quantum graphs (Q4990344) (← links)
- Concrete method for recovering the Euler characteristic of quantum graphs (Q5059995) (← links)
- Quantum trees which maximize higher eigenvalues are unbalanced (Q5068127) (← links)
- Impediments to diffusion in quantum graphs: Geometry-based upper bounds on the spectral gap (Q6039973) (← links)
- Spectral theory for Schrödinger operators on compact metric graphs with \(\delta\) and \(\delta '\) couplings: a survey (Q6643889) (← links)
