Pages that link to "Item:Q2725518"
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The following pages link to Can one hear the shape of a network? (Q2725518):
Displaying 24 items.
- Some remarks on the eigenvalue multiplicities of the Laplacian on infinite locally finite trees (Q351142) (← links)
- Recovering quantum graphs from their Bloch spectrum (Q381162) (← links)
- The \(L^2\)-strong maximum principle on arbitrary countable networks (Q551289) (← links)
- Some inverse scattering problems on star-shaped graphs (Q631871) (← links)
- Resolvent expansions on hybrid manifolds (Q649058) (← links)
- Schrödinger operators on graphs and geometry. II: Spectral estimates for \(L_1\)-potentials and an Ambartsumian theorem (Q723551) (← links)
- Linear representations and isospectrality with boundary conditions (Q848511) (← links)
- Graph Laplacians and topology (Q942041) (← links)
- Can one hear the dimension of a fractal? (Q1085510) (← links)
- Recovering the shape of a quantum graph (Q2191097) (← links)
- Quasi-isospectrality on quantum graphs (Q2256835) (← links)
- Isospectral infinite graphs and networks and infinite eigenvalue multiplicities (Q2268216) (← links)
- Can one hear whistler waves? (Q2351060) (← links)
- The spectrum of the Hilbert space valued second derivative with general self-adjoint boundary conditions (Q2435449) (← links)
- Schrödinger operators on graphs and geometry I: Essentially bounded potentials (Q2472867) (← links)
- On the quotient quantum graph with respect to the regular representation (Q2658876) (← links)
- Schrödinger operators on graphs and geometry. III. General vertex conditions and counterexamples (Q4556622) (← links)
- Inverse Sturm-Liouville problem for a star graph by three spectra (Q4565194) (← links)
- Partial Differential Equations on Metric Graphs: A Survey of Results on Optimization, Control, and Stabilizability Problems with Special Focus on Shape and Topological Sensitivity Problems (Q4992692) (← links)
- Distinguishing cospectral quantum graphs by scattering (Q5879389) (← links)
- Cospectral quantum graphs with Dirichlet conditions at pendant vertices (Q6078114) (← links)
- A geometric construction of isospectral magnetic graphs (Q6172799) (← links)
- On recovering the shape of a quantum tree from the spectrum of the Dirichlet boundary problem (Q6180906) (← links)
- Recovering the shape of an equilateral quantum tree with the Dirichlet conditions at the pendant vertices (Q6597984) (← links)
