Bu kaydın yasal hükümlere uygun olmadığını düşünüyorsanız lütfen sayfa sonundaki Hata Bildir bağlantısını takip ederek bildirimde bulununuz. Kayıtlar ilgili üniversite yöneticileri tarafından eklenmektedir. Nadiren de olsa kayıtlarla ilgili hatalar oluşabilmektedir. MİTOS internet üzerindeki herhangi bir ödev sitesi değildir!

Inverse spectral problem for finite Jacobi matrices with zero diagonal

BROWSE_DETAIL_CREATION_DATE: 29-07-2015

BROWSE_DETAIL_IDENTIFIER_SECTION

BROWSE_DETAIL_TYPE: Article

BROWSE_DETAIL_PUBLISH_STATE: Published

BROWSE_DETAIL_FORMAT: No File

BROWSE_DETAIL_LANG: English

BROWSE_DETAIL_SUBJECTS: SCIENCE,

BROWSE_DETAIL_CREATORS: Aydin , Ayhan (Author), Guseinov, Gusein Sh. (Author),

BROWSE_DETAIL_CONTRIBUTERS:

BROWSE_DETAIL_DOI: 10.1080/17415977.2014.979170

BROWSE_DETAIL_URL: http://www.tandfonline.com/doi/full/10.1080/17415977.2014.979170#.Vbh-O_ntmko

BROWSE_DETAIL_SOURCE: Materyale ulaşmak için URL' yi tıklayınız.




BROWSE_DETAIL_TAB_FILE:
BROWSE_DETAIL_NO_FILE

BROWSE_DETAIL_TAB_ABSTRACT

In this study, the necessary and sufficient conditions for solvability of an inverse spectral problem about eigenvalues and normalizing numbers for finite-order real Jacobi matrices with zero diagonal elements are established. An explicit procedure of reconstruction of the matrix from the spectral data consisting of the eigenvalues and normalizing numbers is given. Numerical examples and error analysis are provided to demonstrate the solution technique of the inverse problem. The results obtained are used to justify the solving procedure of the finite Langmuir lattice by the method of inverse spectral problem.


BROWSE_DETAIL_TAB_TOC



BROWSE_DETAIL_TAB_DESCRIPTION
BROWSE_DETAIL_TAB_RIGHTS

The online platform for Taylor & Francis Group content


BROWSE_DETAIL_TAB_NOTES



BROWSE_DETAIL_TAB_REFERENCES


BROWSE_DETAIL_TAB_REFERENCED_BYS

BROWSE_DETAIL_GOTO_LIST

 

TEXT_STATS

  • TEXT_RECORD_STATS
    • TEXT_STATS_THIS_MONTH: 3
    • TEXT_STATS_TOTAL: 2417
  • TEXT_ONLINE_STATS
    • TEXT_ONLINE_STATS_TOTALONLINEVISITOR: 22
    • TEXT_ONLINE_STATS_TOTALONLINEUSER: 0
    • TEXT_STATS_TOTAL: 22

LINK_STATS