It is related with finding the green function of Sturm-Liouville equation which has operator coefficient and asymptotic expression of the eigenvalues number in real axis

Fatma Aydın

Master'sOpen Access

TR

|EN

It is related with finding the green function of Sturm-Liouville equation which has operator coefficient and asymptotic expression of the eigenvalues number in real axis

2002

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Advisor: Prof. Dr. Mehmet Bayramoğlu

Abstract (EN)

ABSTRACT Let H be seperable Hilbert space.In L2(- 00,00, #) seperable Hilbert space, Green function of differantial expression defined by -y"+Q(x)y -co is studied and asymptotic expression of eigenvalue numbers is found, where Q(x) is an operatör that is self adjoint and pozitive (for every x in (-00,00)) and its inverse is compact inH. Key words : Operator-function, Green function, spectrum, spectral expansion. IV

Author

Fatma Aydın

Institution

Yıldız Technical University

Institute of Graduate Studies in Science

Department of Mathematical Engineering

Matematik Mühendisliği Bilim Dalı

How to Cite

Fatma Aydın (Master Thesis). It is related with finding the green function of Sturm-Liouville equation which has operator coefficient and asymptotic expression of the eigenvalues number in real axis, 2002, Yıldız Technical University.

Keywords

EN

Green function Hilbert spaces Spectral analysis Spectrum Sturm-Liouville equation

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It is related with finding the green function of Sturm-Liouville equation which has operator coefficient and asymptotic expression of the eigenvalues number in real axis

Abstract (EN)

Author

Institution

How to Cite

Keywords

License

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