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| Issue | Title | |
| Vol 8, No 4 (2017) | Time dependent quantum graph with loop | Abstract PDF (Eng) similar documents |
| D. A. Eremin, E. N. Grishanov, O. G. Kostrov, D. S. Nikiforov, I. Y. Popov | ||
| "... A quantum graph, consisting of a ring and segment is considered. We deal with the free Schr ..." | ||
| Vol 6, No 3 (2015) | Topological damping of Aharonov-Bohm effect: quantum graphs and vertex conditions | Abstract PDF (Eng) similar documents |
| O. Kurasov, A. Serio | ||
| Vol 6, No 2 (2015) | The relativistic inverse scattering problem for quantum graphs | Abstract PDF (Eng) similar documents |
| K. K. Sabirov, Z. A. Sobirov, O. V. Karpova, A. A. Saidov | ||
| Vol 11, No 2 (2020) | Particle transport in a network of quantum harmonic oscillators | Abstract PDF (Eng) similar documents |
| J. R. Yusupov, Kh. Sh. Matyokubov, K. K. Sabirov | ||
| "... dynamics in such a system modeled in terms of quantum graph. ..." | ||
| Vol 11, No 2 (2020) | Dynamics of polarons in branched conducting polymers | Abstract PDF (Eng) similar documents |
| K. K. Sabirov, J. R. Yusupov, Kh. Sh. Matyokubov | ||
| "... dynamics in such a polymers, we use the modified SSH-model in combination with quantum graph concept ..." | ||
| Vol 10, No 5 (2019) | Transparent vertex boundary conditions for quantum graphs: Simplified approach | Abstract PDF (Eng) similar documents |
| M. M. Aripov, K. K. Sabirov, J. R. Yusupov | ||
| "... We consider quantum graphs providing reflectionless wave transmission at the vertices. Imposing ..." | ||
| Vol 6, No 2 (2015) | Time-dependent quantum graph | Abstract PDF (Eng) similar documents |
| D. U. Matrasulov, J. R. Yusupov, K. K. Sabirov, Z. A. Sobirov | ||
| Vol 6, No 6 (2015) | Kicked particle dynamics in quantum graphs | Abstract PDF (Eng) similar documents |
| J. Yusupov, V. Eshniyozov, O. Karpova, D. Sh. Saidov | ||
| Vol 8, No 3 (2017) | Quantum graphs with the Bethe-Sommerfeld property | Abstract PDF (Eng) similar documents |
| P. Exner, O. Turek | ||
| "... if they are periodic in more than one direction, periodic quantum graphs may have gaps arbitrarily high in the spectrum ..." | ||
| 1 - 9 of 9 Items | ||
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