Pages that link to "Item:Q2191098"
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The following pages link to Spectral determinants and an Ambarzumian type theorem on graphs (Q2191098):
Displaying 13 items.
- Schrödinger operators on graphs and geometry. II: Spectral estimates for \(L_1\)-potentials and an Ambartsumian theorem (Q723551) (← links)
- Ambarzumyan-type theorems on graphs with loops and double edges (Q739530) (← links)
- Ambarzumian-type problems for discrete Schrödinger operators (Q2054439) (← links)
- Degenerate boundary conditions for the diffusion operator on a geometric graph (Q2185383) (← links)
- Recovering the shape of a quantum graph (Q2191097) (← links)
- GREEN'S FUNCTIONS AND REGULARIZED TRACES OF STURM–LIOUVILLE OPERATORS ON GRAPHS (Q3520173) (← links)
- Some problems of the qualitative Sturm-Liouville theory on a spatial network (Q4677460) (← links)
- Inverse nodal problems on quantum tree graphs (Q5880823) (← links)
- On the parabolic Cauchy problem for quantum graphs with vertex noise (Q6110539) (← links)
- An Ambarzumian-type theorem on graphs with odd cycles (Q6165936) (← links)
- On recovering the shape of a quantum tree from the spectrum of the Dirichlet boundary problem (Q6180906) (← links)
- Ambarzumyan’s Theorem for the Dirac Operator on Equilateral Tree Graphs (Q6489827) (← links)
- Recovering the shape of an equilateral quantum tree with the Dirichlet conditions at the pendant vertices (Q6597984) (← links)
