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Applicable Analysis
An International Journal
Volume 90, 2011 - Issue 12: Includes three papers from the Nonlinear PDE and Applications conference
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Regular Papers

Spectral analysis for one class of second-order indefinite non-self-adjoint differential operator pencil

R.F. Efendiev Institute of Applied Mathematics, Baku State University, Z. Khalilov, 23, AZ1148 Baku, Azerbaijan; Institute of Mathematics and Mechanics, National Academy of Sciences of Azerbaijan, 9, F. Agaev, Str. AZ1141 Baku, AzerbaijanCorrespondence[email protected]
Pages 1837-1849 | Received 27 Mar 2010, Accepted 07 Oct 2010, Published online: 26 Jan 2011

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Michael Gil’. (2016) On inequalities for eigenvalues of 2 × 2 matrices with Schatten–von Neumann entries. Quaestiones Mathematicae 39:2, pages 145-152.
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Michael Gil’. (2015) Norm estimate for the inverse of a linear pencil with Hilbert–Schmidt operators. Applicable Analysis 94:2, pages 409-418.
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Articles from other publishers (8)

Shimaa A. M. Hagag & Zaki F. A. El-Raheem. (2018) The inverse spectral problem of some singular Sturm–Liouville problems with sign-valued weights. The Journal of Analysis 27:4, pages 1065-1079.
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A. M. Akhtyamov & A. V. Mouftakhov. (2019) Identification of Nonseparated Boundary Conditions. Journal of Mathematical Sciences 241:5, pages 507-517.
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Rakib F Efendiev, Hamzaga D Orudzhev & Zaki FA El-Raheem. (2016) Spectral analysis of wave propagation on branching strings. Boundary Value Problems 2016:1.
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Zaki FA El-Raheem & Farouk A Salama. (2015) The inverse scattering problem of some Schrödinger type equation with turning point. Boundary Value Problems 2015:1.
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Zaki F.A. El-Raheem. (2015) The inverse spectral problem of some singular version of one-dimensional Schrödinger operator with explosive factor in finite interval. Journal of the Egyptian Mathematical Society 23:2, pages 271-277.
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Zaki FA El-Raheem & AH Nasser. (2014) On the spectral investigation of the scattering problem for some version of one-dimensional Schrödinger equation with turning point. Boundary Value Problems 2014:1.
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H.D. Orudzhev & R.F. Efendiev. (2014) The spectral analysis of some not self-adjoint operator pencil with a discontinuous coefficient. Reports of the National Academy of Sciences of Ukraine:4, pages 25-31.
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Michael Gil'. (2013) Perturbations of Polynomials with Operator Coefficients. Journal of Complex Analysis 2013, pages 1-5.
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