| DEA-15-16 |
𝒞-symmetric second order differential operators with large leading coefficient
|
DEA
Differential Equations & Applications
|
Volume 15,
Issue 4
11/2023
|
| OaM-16-71 |
Spectra of graphenes with variant edges
|
OaM
Operators and Matrices
|
Volume 16,
Issue 4
12/2022
|
| OaM-16-58 |
Kotani theory for ergodic block Jacobi operators
|
OaM
Operators and Matrices
|
Volume 16,
Issue 3
09/2022
|
| OaM-16-18 |
The Friedrichs extension of regular symmetric differential operators
|
OaM
Operators and Matrices
|
Volume 16,
Issue 1
03/2022
|
| OaM-14-66 |
Random Sturm-Liouville operators with generalized point interactions
|
OaM
Operators and Matrices
|
Volume 14,
Issue 4
12/2020
|
| OaM-14-54 |
𝒞-symmetric second order differential operators
|
OaM
Operators and Matrices
|
Volume 14,
Issue 4
12/2020
|
| OaM-14-38 |
Laplacians on bipartite metric graphs
|
OaM
Operators and Matrices
|
Volume 14,
Issue 3
09/2020
|
| OaM-12-19 |
Some spectral properties of fourth order differential operator equation
|
OaM
Operators and Matrices
|
Volume 12,
Issue 1
03/2018
|
| OaM-10-05 |
On the spectral singularities and spectrality of the Hill operator
|
OaM
Operators and Matrices
|
Volume 10,
Issue 1
03/2016
|
| OaM-08-24 |
Self-adjoint boundary conditions and interlacing of eigenvalues for the Sturm-Liouville equation on graphs
|
OaM
Operators and Matrices
|
Volume 8,
Issue 2
06/2014
|
| OaM-08-04 |
Relative oscillation theory for Jacobi matrices extended
|
OaM
Operators and Matrices
|
Volume 8,
Issue 1
03/2014
|
| OaM-08-01 |
Boundary data maps and Krein's resolvent formula for Sturm-Liouville operators on a finite interval
|
OaM
Operators and Matrices
|
Volume 8,
Issue 1
03/2014
|
| OaM-05-08 |
Ambarzumyan-type theorems on star graphs
|
OaM
Operators and Matrices
|
Volume 5,
Issue 1
03/2011
|
| OaM-02-25 |
On the absolutely continuous spectrum of Sturm-Liouville operators with applications to radial quantum trees
|
OaM
Operators and Matrices
|
Volume 2,
Issue 3
09/2008
|
| MIA-04-03 |
Relative boundedness-compactness inequalities for a second order differential operator
|
MIA
Mathematical Inequalities & Applications
|
Volume 4,
Issue 1
01/2001
|