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Print 1487 Archive
NEWS
19 May, 2025Khazar University and Anhui University Sign Memorandum of Understanding to Strengthen Academic Collaboration
15 May, 2025Prof. Acad. Hamlet Isakhanli at Azerbaijan Technical University's International Forum on "University-Industry Collaboration, Directions, Examples and Artificial Intelligence"
15 May, 2025Coordinator of Languages Division Participates in "International Rumeli Social Sciences Congress"
14 May, 2025Memorandum signed between Khazar University and "Azerbaijan Exhibition Organizers Association"
14 May, 2025Languages Department Coordinator at Scientific Conference
13 May, 2025Joint Article by Professors of Mathematics Department Published In "Annales Mathematicae Silesianae" Journal
13 May, 2025Event on "Development of Communication Skills"
13 May, 2025Delegation from Istanbul Beykent University at Khazar
13 May, 2025Panel on "Chingiz Aitmatov, the Sage of the Steppe" within "Anatolian School Writer Readings"
13 May, 2025Mathematics Department Professor's Article in "Fractal and Fractional" Journal

Article co-authored by Professor of Mathematics Department in the journal "Qualitative Theory of Dynamic Systems"

The article entitled “Titchmarsh-Weyl theory for impulsive dynamic Dirac system” the first author of which is Bilandar Allahverdiyev, professor of the Department of Mathematics at Khazar University, was published in the journal “Qualitative Theory of Dynamic Systems” (2023, Volume 22, №148). Note that the journal “Qualitative Theory of Dynamic Systems” is indexed in the databases “Web of Science” and “Scopus”.

In this paper, the authors study the Titchmarsh-Weyl theory of the impulsive dynamic Dirac system. The limit-cerce/limit-point classification will be obtained for this system. Later, it has been proven that just like the classical Dirac systems, only the limit-point case occurs in the impulsive dynamic Dirac system. Finally, an example is given for the results in the article.

Link to the article: 

https://link.springer.com/article/10.1007/s12346-023-00846-4 

https://www.springer.com/journal/12346 

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