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Results: 1-9 |
Results: 9

Authors: Antoniou, I Melnikov, Y
Citation: I. Antoniou et Y. Melnikov, Non-factorizable extensions of the Liouville operator: the Friedrichs model, CHAOS SOL F, 12(14-15), 2001, pp. 2603-2611

Authors: Antoniou, I Melnikov, Y Yarevsky, E
Citation: I. Antoniou et al., The connection between the rigged Hilbert space and the complex scaling approaches for resonances. The Friedrichs model, CHAOS SOL F, 12(14-15), 2001, pp. 2683-2688

Authors: Antoniou, IE Gadella, M Melnikov, Y Pronko, GP
Citation: Ie. Antoniou et al., Examples of Gamow vectors, CHAOS SOL F, 12(14-15), 2001, pp. 2707-2717

Authors: Antoniou, IE Gadella, M Hernandez, E Jauregui, A Melnikov, Y Mondragon, A Pronko, GP
Citation: Ie. Antoniou et al., Gamow vectors for barrier wells, CHAOS SOL F, 12(14-15), 2001, pp. 2719-2736

Authors: Melnikov, Y
Citation: Y. Melnikov, On the concentration of the spectrum of integral-difference collision operator with Gaussian equilibrium distribution function in a vicinity of zero, J MATH PHYS, 42(4), 2001, pp. 1900-1906

Authors: Melnikov, Y Pavlov, B
Citation: Y. Melnikov et B. Pavlov, Scattering on graphs and one-dimensional approximations to N-dimensional Schrodinger operators, J MATH PHYS, 42(3), 2001, pp. 1202-1228

Authors: Melnikov, Y Yarevsky, E
Citation: Y. Melnikov et E. Yarevsky, Integral-difference collision operators: Analytical and numerical spectralanalysis, J MATH PHYS, 40(6), 1999, pp. 2909-2921

Authors: Melnikov, Y
Citation: Y. Melnikov, Representation of the derivatives and products of the delta function in Hilbert space, CH CRC RES, 399, 1999, pp. 107-129

Authors: Melnikov, Y
Citation: Y. Melnikov, On spectral analysis of a class of integral-difference collision operators, CH CRC RES, 399, 1999, pp. 354-360
Risultati: 1-9 |