On the essential spectrum of a class of singular matrix differential operators. I Quasiregularity conditions and essential self-adjointness

Pavel Kurasov, Serguei Naboko

Type: Article

Publication Date: 2004-01-01

Citations: 1

Locations

Zurnal matematiceskoj fiziki analiza geometrii - View

Similar Works

Action	Title	Year	Authors
+	On essential self-adjointness for singular elliptic differential operators	1977	Ian Knowles
+	Essential selfadjointness of singular elliptic operators	1977	Jens Frehse
+ PDF Chat	Essential spectrum of non-self-adjoint singular matrix differential operators	2017	Orif O. Ibrogimov
+	On the Essential Spectra of Singular Eigenvalue Problems	1950	Philip Hartman Aurel Wintner
+	On essential spectrum of a class of singular integral operators	1983	Rajat Verma
+	Essential spectrum of a class of ordinary differential operators	1984	Bernd Schultze
+	On the essential spectrum of a class of singular matrix differential operators. II. Weyl's limit circles for the Hain–Lüst operator whenever quasi-regularity conditions are not satisfied	2008	Pavel Kurasov Igor Lelyavin Serguei Naboko
+ PDF Chat	A Generalization of a Theorem of Wienholtz Concerning Essential Selfadjointness of Singular Elliptic Operators.	1966	Henrik Stetkaer-hansen
+	Essential Selfadjointness of Certain Partial Differential Operators On R n	1976	A. Devinatz
+ PDF Chat	Essential Spectrum Due to Singularity	2003	Pavel Kurasov Serguei Naboko
+	Local Essential Self-Adjointness for Singular Elliptic Operators	1970	Kurt Kreith
+	Essential spectrum of non-self-adjoint singular matrix differential operators	2016	Orif O. Ibrogimov
+	Essential spectrum of non-self-adjoint singular matrix differential operators	2016	Orif O. Ibrogimov
+	The Essential Spectrum of a Class of Singular Integral Operators	1974	Kevin F. Clancey
+	On Fredholm operators and the essential spectrum of singular integral operators	1968	Joseph Nieto
+ PDF Chat	The essential spectrum of a class of ordinary differential operators	1964	Erik Balslev T. W. Gamelin
+	Essential selfadjointness of Dirac operators with a strongly singular potential	1972	Upke-Walther Schmincke
+	On Essential Selfadjointness of Dirac Operators (SPECTRAL AND SCATTERING THEORY AND RELATED TOPICS)	1975	Masaharu Arai
+	Essential self-adjointness of semibounded elliptic operators of second order	1989	Vitali Liskevich
+	Essential self-adjointness and spectrum of Dirac operator	2004	正生田

Works That Cite This (2)

Action	Title	Year	Authors
+	On classification of singular matrix difference equations of mixed order	2022	Li Zhu Huaqing Sun Bing Xie
+	On the essential spectrum of a class of singular matrix differential operators. II. Weyl's limit circles for the Hain–Lüst operator whenever quasi-regularity conditions are not satisfied	2008	Pavel Kurasov Igor Lelyavin Serguei Naboko

Works Cited by This (0)

Action	Title	Year	Authors