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Natalija e9788e5a 2005; graphite, charcoal, eraser on paper, 21×15 cm |
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Absolutely Continuous Spectrum and Spectral Theory of Natalija e9788e5a- S. Khan, D. Pearson; Subordinacy and spectral theory for infinite matrices, Helvetica Physica Acta, vol. 65 (1992). - A. S. Tikhonov; Functional model and duality of spectral components for operators with continuous spectrum on a curve, Algebra and Analysis, Saint Petersburg Mathematical Journal, 14 (2002). - Gerald Teschl; Trace Formulas and Inverse Spectral Theory for Jacobi Operators, Communications in Mathematical Physics, 196 (1998). - Peter Wilson; Distributions and Absolutely Continuous Spectrum of Complex Variables and Spectral Theory of Fourier Transforms, London, 1963. - B. S. Pavlov; On a non-selfadjoint Schroedinger operator. Problems of Mathematical Physics, Spectral Theory and Wave Processes, Leningrad, 1966. - N. K. Nikolski, V. I. Vasyunin; Elements of spectral theory in terms of the free functional model, Mathematical Sciences Research Institute Publications, Cambridge, 1998. - L. A. Sakhnovich; Nonunitary operators with absolutely continuous spectrum, Moscow, 1969. - Otto Schneider; Spectral Theory of ordinary differential equations, New York. 1962. - Ivan Smirnov; Spectral Theory of ordinary differential equations about Absolutely Continuous Spectrum, Saint Petersburg, 1998. - N. G. Makarov, V. I. Vasyunin; A model for noncontractions and stability of the continuous spectrum, Lecture Notes in Mathematics, Springer, Berlin, 1981. - Louis Perrot; Spectral Theory of linear operators in Dirac space, Basel, 1948. - Risto Korhonen; On the factorization of Absolutely Continuous Spectrum and Spectral Theory of operator-valued functions, Helsinki, 1946. - H. Bart, I. Gohberg, M. A. Kaashoek; Minimal factorization of matrix and operator functions, Operator Theory, Advances and Applications, Basel, 1979. - Alexey Tikhonov; Free functional model related to simply-connected domains. Operator Theory, Advances and Applications, Basel, 2004. - Serguei Naboko, Roman Romanov; Spectral analysis of transport operator: Functional model approach, Indiana University Mathematics Journal, Bloomington, 2002. - Peter Lax, Ralph Phillips; Scattering theory. Pure and Applied Mathematics, Academic Press, New York, 1967. - Serguei Naboko, Roman Romanov; Spectral singularities, Szoekefalvi-Nagy-Foias functional model and the spectral analysis of the Boltzmann operator, Recent advances in operator theory and related topics, Szeged, 1999. - B. Pavlov, N. Smirnov; A model of a crystal from potentials of zero-radius with internal structure, in: Wave propagation, Scattering theory, Leningrad, 1987. - B. Pavlov; The theory of extensions and explicitly-solvable models, Russian Mathematical Surveys, Moscow, 1987. - J. Schenker, M. Aizenman; The creation of spectral gaps by decoration, Letters in Mathematical Physics, 53 (2000). - V. Oleinik, N. Sibirev; Asymptotics of localized spectral bands of the periodic waveguide, in: Proceedings POMI, The day for Diffraction, Saint Petersburg, 2002. - V. Guillemin, R. Melrose; An inverse spectral result for elliptical regions in R2, Advances in Mathematics, 32 (1979). - S. M. Verduyn Lunel, D. V. Yakubovich; A functional model approach to linear neutral functional differential equations, Integral Equations and Operator Theory, 27 (1997). - T. Kottos and U. Smilansky; Periodic orbit theory and spectral statistics for quantum graphs, Annals Physics, 274 (1999). - Pavel Kurasov and Marlena Nowaczyk; Inverse spectral problem for quantum graphs, Journal of Physics A: Mathematical and Theoretical, 38 (2005). - A. V. Sobolev and M. Solomyak; Schroedinger operators on homogeneous metric trees: spectrum in gaps, Reviews in Mathematical Physics, 14 (2002). - M. Solomyak; On the spectrum of the Laplacian on regular metric trees, Special section on quantum graphs, Waves Random Media, 14 (2004). - Bilender Allahverdiev; On dilation theory and spectral analysis of dissipative Schroedinger operators in Weyl's limit-circle case, Mathematics of the USSR, 36 (1991). - Bilender Allahverdiev; Spectral analysis of nonselfadjoint Schroedinger operators with a matrix potential, Journal of Mathematical Analysis and Applications, 303 (2005). - Bilender Allahverdiev; A nonself-adjoint singular Sturm-Liouville problem with a spectral parameter in the boundary condition, Mathematische Nachrichten, 278, 7-8 (2005). - B. S. Pavlov; Dilation theory and spectral analysis of nonselfadjoint differential operators, American Mathematical Society Translations, 115 (1981). - B. S. Pavlov; A Remark on Spectral Meaning of the Symmetric Functional Model, in Operator Theory: Advances and Applications, Vol. 154, 2004. - A. M. Petrov; Spectral projectors of some classes of nonselfadjoint operators, Journal of Mathematical Sciences, 65 (1993). - Marvin Rosenblum and James Rovnyak; Hardy classes and operator theory, Oxford Mathematical Monographs, Oxford, 1985. - B. S. Solomyak; A functional model for dissipative operators. A coordinate-free approach. Journal Soviet Mathematics, 61 (1992). - D. J. Gilbert and D. B. Pearson; On subordinacy and analysis of the spectrum of one-dimensional Schroedinger operators, Journal of Mathematical Analysis and Applications, 128 (1987). - Jan Janas , Marcin Moszynski; Spectral properties of Jacobi matrices by asymptotic analysis, Journal of Approximation Theory, 120 (2003). - Luis Silva; Spectral properties of Jacobi matrices with rapidly growing power-like weights, Operator Theory: Advances and Applications, 132 (2002). - Luis Silva; Uniform Levinson type theorems for discrete linear systems, Operator Theory: Advances and Applications, 154 (2004). - D. Gilbert, D. Pearson; On subordinacy and analysis of the spectrum of one dimensional Schroedinger operators, Journal of Mathematical Analysis and Applications, 128 (1987). - Jan Janas, Sergei Naboko; Multithreshold spectral phase transition examples for a class of unbounded Jacobi matrices, Operator Theory: Advances and Applications, 124 (2001). - A. S. Tikhonov; Transfer functions for "curved" conservative systems, Operator Theory: Advances and Applications, 153 (2004). - A. S. Tikhonov; Inner-outer factorization of J-contractive-valued functions, Operator Theory: Advances and Applications, 118 (2000). - A. M. Petrov; Spectral projectors of dissipative operators, Journal of Soviet Mathematics, 57 (1991). - Sergio Albeverio, Pavel Kurasov; Rank one perturbations of not semibounded operators, Integral Equations Operator Theory, 27 (1997). - Gerald Teschl; Oscillation theory and renormalized oscillation theory for Jacobi operators, Journal of Differential Equations, 129 (1996). - V. Kondratjev, E. Landis; Qualitative theory of second order linear partial differential equations, in: Partial Differential Equations, Moscow, 1988. - Iryna Egorova, Johanna Michor and Gerald Teschl; Scattering theory for Jacobi operators with quasi-periodic background, Communications in Mathematical Physics, 264-3 (2006). - V. F. Veselov; Spectral decompositions of non-self-adjoint operators with singular spectrum, Dissertation, Leningrad, 1986. - Sergio Albeverio, Pavel Kurasov; Rank one perturbations, approximations, and selfadjoint extensions, Journal of Functional Analysis, 148 (1997). - Iryna Egorova, Johanna Michor and Gerald Teschl; Inverse scattering transform for the Toda hierarchy with quasi-periodic background, Proceedings of the American Mathematical Society, 135, (2007). - J. S. Geronimo and W. Van Assche; Orthogonal polynomials with asymptotically periodic recurrence coefficients, Journal of Approximation Theory, 46 (1986). - Gerald Teschl; Jacobi Operators and Completely Integrable Nonlinear Lattices, Mathematical Surveys and Monographs 72, American Mathematical Society, Rhode Island, 2000. - M. Dyakonov, M. Shur, Shallow water analogy for a ballistic field effect transistor: new mechanizm of plasma wave generation by dc current, Physical Review Letters, 71 (1993). - V. Ryzhii, A. Satou, M. S. Shur; Admittance of a slot diod with a two-dimensional electron channel, Journal of Applied Physics, 93 (2003). - B. Pavlov, V. Ryzhii; Quantum dot and anti-dot infrared photo-detectors: iterative methods for solving the Laplace equations in domains with involved geometry, Theoretical and Mathematical Physics, 141 (2004). - E. C. Titchmarsh; Eigenfunctions expansions associated with second order differential equations, Oxford, 1962. - J. Sylvester, G. Uhlmann; The Dirichlet to Neumann map and applications, In: Proceedings of the Conference Inverse problems in partial differential equations, Philadelphia, 1990. - Jan Boman and PavelKurasov; Symmetries of quantum graphs and the inverse scattering problem, Advances in Applied Mathematics, 35 (2005). - Lennie Friedlander; Genericity of simple eigenvalues for a metric graph, Israel Journal of Mathematics, 146 (2005). - Bilender Allahverdiev; Dilation and Functional Model of Dissipative Operator Generated by an Infinite Jacobi Matrix, Mathematical and Computer Modelling Journal, 38 (2003). - D. Z. Arov; Passive linear stationary dynamic systems, Siberian Mathematical Journal, 20 (1979). -Tomas Yakovlevich Azizov, Iosif Semenovich Iokhvidov; Linear Operators in Spaces With an Indefinite Metric, John Wiley & Sons, 1989. - M. Baro, H. Neidhardt; Dissipative Schroedinger-type operators as a model for generation and recombination, Journal of Mathematical Physics, 44 (2003). - Jussi Behrndt, Mark Malamud, Hagen Neidhardt; Scattering matrices and Weyl functions, Proceedings of the London Mathematical Society, 2008. - Bela Szoekefalvi-Nagy; Harmonic Analysis of Operators on Hilbert Space, North Holland, New York, 1970. - B. S. Pavlov; A model of zero-radius potential with internal structure, Theoretical and Mathematical Physics, 59 (1984). - P. Bougerol, J. Lacroix; Products of Random Matrices with Applications to Schroedinger Operators, Birkhauser, Boston, 1985. - Anton Bovier, Abel Klein; Weak disorder expansion of the invariant measure for the onedimensional Anderson model, Journal of Statistical Physics, 51 (1988). - Massimo Campanino, Abel Klein; Anomalies in the one-dimensional Anderson model at weak disorder, Communications in Mathematical Physics, 130 (1990). - Jan Janas; The asymptotic analysis of generalized eigenvectors of some Jacobi operators: Jordan box case, Journal of Difference Equations and Applications, 12 (2006). Absolutely Continuous Spectrum and Spectral Theory of Natalija e9788e5a |
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