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| Issue | Title | |
| Vol 7, No 2 (2016): Special Issue | Laplacians with singular perturbations supported on hypersurfaces | Abstract PDF (Eng) similar documents |
| A. Mantile, A. Posilicano | ||
| "... hypersurfaces. Our approach consists in using the theory of self-adjoint extensions of restrictions to build ..." | ||
| Vol 3, No 3 (2012) | Spectral problem for the chains of weakly coupled conglobate resonators | Abstract similar documents |
| A. S. Anikevich | ||
| "... by using of the theory of self-adjoint extensions of symmetric operators, Bloch's theory and approach ..." | ||
| Vol 8, No 2 (2017) | Coupling of definitizable operators in Kreın spaces | Abstract PDF (Eng) similar documents |
| V. Derkach, C. Trunk | ||
| "... semibounded symmetric operators have in a special sense good properties like a Hilbert space self-adjoint ..." | ||
| Vol 12, No 5 (2021) | Bound states for Laplacian perturbed by varying potential supportedby line in R3 | Abstract PDF (Eng) similar documents |
| A. S. Bagmutov | ||
| Vol 4, No 6 (2013) | Weyl function for sum of operators tensor products | Abstract PDF (Eng) similar documents |
| A. A. Boitsev, H. Neidhardt, I. Yu. Popov | ||
| "... The boundary triplets approach is applied to the construction of self-adjoint extensions ..." | ||
| Vol 9, No 6 (2018) | Scattering on a chain of zero-range potentials with internal structure in the stochastic magnetic field | Abstract PDF (Eng) similar documents |
| A. E. Ryzhkov | ||
| "... for the self-adjoint operators. The relations with the scattering problem without stochasticity ..." | ||
| Vol 4, No 4 (2013): Special Issue. INTERNATIONAL CONFERENCE "MATHEMATICAL CHALLENGE OF QUANTUM TRANSPORT IN NANOSYSTEMS - 2013. PIERRE DUCLOS WORKSHOP" | Negative eigenvalues of the Y-type chain of weakly coupled ball resonators | Abstract PDF (Eng) similar documents |
| A. S. Anikevich | ||
| "... an equilateral triangle. The transfer-matrix approach and the theory of extensions are employed to solve ..." | ||
| Vol 9, No 2 (2018) | A model of electron transport through a boson cavity | Abstract PDF (Eng) similar documents |
| A. A. Boitsev, J. Brasche, H. Neidhardt, I. Y. Popov | ||
| "... semi-infinite wires. The mathematical background of our model is given by the theory of self-adjoint ..." | ||
| Vol 15, No 2 (2024) | Mathematical model of weakly coupled spherical resonator chains under the influence of external magnetic field | Abstract PDF (Eng) similar documents |
| A. S. Melikhova, A. I. Popov, I. V. Blinova, I. Y. Popov | ||
| "... spheres. The mathematical background of the model is the theory of self-adjoint extensions of symmetric ..." | ||
| Vol 7, No 2 (2016): Special Issue | Dirac operator coupled to bosons | Abstract PDF (Eng) similar documents |
| A. A. Boitsev, H. Neidhardt, I. Y. Popov | ||
| "... are treated by second quantization. The model fits into the extension theory of symmetric operators. Our main ..." | ||
| Vol 3, No 1 (2012) | Microscopic discrete model of nonideal photodetector | Abstract similar documents |
| G. P. Miroshnichenko, A. I. Trifanov | ||
| "... . The nonorthogonal POVM measures and Kraus extension on the field states space are proposed. ..." | ||
| Vol 8, No 2 (2017) | Zigzag chain model and its spectrum | Abstract PDF (Eng) similar documents |
| A. S. Melikhova | ||
| "... with a constant intensity. The model is based on the theory of self-adjoint extensions of symmetrical operators ..." | ||
| 1 - 12 of 12 Items | ||
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