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Estimates for eigenvalues of the Schrödinger operator with a ...core.ac.uk › MUCC (Crossref)
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Estimates for eigenvalues of the Schrödinger operator with a complex potential. By Oleg Safronov. Get PDF. Cite. BibTex; Full citation. No static citation data.
Bound State Asymptotics for Elliptic Operators with Strongly ...link.springer.com › chapter
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Bound State Asymptotics for Elliptic Operators with Strongly Degenerated Symbols. Ari Laptev ,; Oleg Safronov &; Timo Weidl. Chapter Accesses. 6 Citations.
Oleg Safronov
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Oleg Safronov. Personal information. Full name, Oleg Aleksandrovich Safronov. Date of birth, ( ) 24 February Place of birth, Voronezh, Russian ...
The Discrete Spectrum¶of the Perturbed Periodic ...Springer
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von O Safronov · · Zitiert von: 7 — The Discrete Spectrum¶of the Perturbed Periodic Schrödinger Operator¶in the Large Coupling Constant Limit. Oleg Safronov.
Oleg Safronov - en.LinkFang.orgen.linkfang.org › wiki › Oleg_Safronov
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Oleg Safronov. Oleg Aleksandrovich Safronov (Russian: Олег Александрович Сафронов; born 24 February 1967, in Voronezh) is a former Russian football ...
The Discrete Spectrum¶of the Perturbed Periodic Schrödinger...
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Let A be a periodic Schrödinger operator and let V ≥ 0 be a decaying potential. We study the number
Олег Сафронов - Oleg Safronov - Википедияwiki5.ru
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Олег Сафронов - Oleg Safronov ; Сафронов Олег Александрович · ( ) 24 февраля (возраст 53) · Воронеж , РСФСР · 1,78 м (5 футов 10 дюймов) ; Сафронов ...
The Discrete Spectrum¶of the Perturbed Periodic Schrödinger ...link.springer.com › article
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Oleg Safronov. Oleg Safronov Department of Mathematics, KTH, Stockholm, Sweden. .seSE. 55 Downloads; 1 Citations ...
Hase und Wolf – Film-Wiki
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Oleg Safronov − 1, 2, 9, 10, 14 und 15; Vladimir Krumin − 1, 5, 10, 11, 13 und 14; Fedor Eldinov − 1, 3, 6, 7, 12, 13, 15 und 16; Vladimir Zarubin − 2, 4 und 9;
Discrete Spectrum of a Periodic Schrödinger Operator ...
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von O Safronov · · Zitiert von: 1 — Oleg Safronov. Abstract. Let [λ, μ] be an interval contained in a spectral gap of a pe- riodic Schrödinger operator H. Consider H(α) = H − αV where V is a. › content › pdf
Eigenvalue Estimates for Schrödinger Operators with Complex...
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We discuss properties of eigenvalues of non-self-adjoint Schrödinger operators with complex-valued potential V. Among our results are estimates of the
Fall and Spring Analysis Seminars - UW-Math Wikiwiki.math.wisc.edu › index.php › Fall_2020_and_S...
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Oleg Safronov, University of North Carolina Charlotte, Relations between discrete and continuous spectra of differential operators. March 16, Ziming Shi ...
Eigenvalues of the bilayer graphene operator with a complex valued...
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We study the spectrum of a system of second order differential operator [equation] perturbed by a non-selfadjoint matrix valued potential V. We prove that...
Multi-dimensional Schrödinger Operators with No Negative Spectrum |...
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. Communicated by Yosi Avron
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