Publications
by alumni of
Economics Faculty
Kazan Federal University
Kazan, Russia
These are publications listed in RePEc written by alumni of the above institution who are registered with the RePEc Author Service and listed in the RePEc Genealogy. List of alumni. For a list of publications by current members of the department, see here. Register yourself. This page is updated in the first days of each month.
| Working papers | Journal articles |
Working papers
2024
- Elshin, Leonid & Mingulov, Almaz & Mikhalevich, Polina, 2024.
"Эмпирическая Оценка Влияния Экспортно-Импортных Операций На Экономический Рост Регионов Рф В Условиях Внешнего Давления [Empirical assessment of the impact of export-import operations on the econom,"
MPRA Paper
122580, University Library of Munich, Germany.
- Elshin, Leonid & Mikhalevich, Polina & Mingulov, Almaz, 2024. "Эмпирическая Оценка Влияния Экспортно-Импортных Операций На Экономический Рост Регионов Рф В Условиях Внешнего Давления [Empirical assessment of the impact of export-import operations on the econom," MPRA Paper 122704, University Library of Munich, Germany.
- Elshin, Leonid & Mingulov, Almaz & Mikhalevich, Polina, 2024. "Оценка Перспектив Устойчивого Развития Регионов Рф В Условиях Ограничения Экспортно-Импортных Операций С Кнр [Assessment of the Prospects for Sustainable Development of Russian Regions in the Conte," MPRA Paper 122705, University Library of Munich, Germany.
- Elshin, Leonid & Mingulov, Almaz & Mikhalevich, Polina, 2024. "Потенциал Замедления Экономики Регионов В Условиях Локализации Внешнеэкономической Деятельности С Кнр [Potential for a slowdown in regional economies in the context of localization of foreign econo," MPRA Paper 122706, University Library of Munich, Germany.
- Elshin, Leonid & Mikhalevich, Polina & Mingulov, Almaz, 2024. "Прогностическая Оценка Устойчивого Развития Импортозависимых Секторов Экономики Региона В Условиях Внешнего Давления [Forecast assessment of sustainable development of import-dependent sectors of t," MPRA Paper 122707, University Library of Munich, Germany.
2023
- Elshin, Leonid & Mikhalevich, Polina, 2023. "Транснациональные Цепочки Поставок И Их Роль В Формировании Добавленной Стоимости Региона (На Примере Республики Татарстан) [Transnational supply chains and their role in creating value added in th," MPRA Paper 118969, University Library of Munich, Germany.
Journal articles
2023
- Tariq Qawasmeh & Anwar Bataihah & Khalaf Bataihah & Ahmad Qazza & Raed Hatamleh & Seppo Hassi, 2023. "Nth Composite Iterative Scheme via Weak Contractions with Application," International Journal of Mathematics and Mathematical Sciences, Hindawi, vol. 2023, pages 1-7, July.
- D. G. Prakasha & Rania Saadeh & Krunal Kachhia & Ahmad Qazza & Naveen Sanju Malagi & Amin Jajarmi, 2023. "A New Computational Technique for Analytic Treatment of Time-Fractional Nonlinear Equations Arising in Magneto-Acoustic Waves," Mathematical Problems in Engineering, Hindawi, vol. 2023, pages 1-16, February.
2022
- Rania Saadeh & Ahmad Qazza & Aliaa Burqan, 2022. "On the Double ARA-Sumudu Transform and Its Applications," Mathematics, MDPI, vol. 10(15), pages 1-19, July.
- Mohammad Abu-Ghuwaleh & Rania Saadeh & Ahmad Qazza, 2022. "General Master Theorems of Integrals with Applications," Mathematics, MDPI, vol. 10(19), pages 1-19, September.
- Rania Saadeh & Mohammad Abu-Ghuwaleh & Ahmad Qazza & Emad Kuffi & Abdel-Maksoud A. Soliman, 2022.
"A Fundamental Criteria to Establish General Formulas of Integrals,"
Journal of Applied Mathematics, Hindawi, vol. 2022, pages 1-16, November.
- Rania Saadeh & Mohammad Abu-Ghuwaleh & Ahmad Qazza & Emad Kuffi, 2022. "A Fundamental Criteria to Establish General Formulas of Integrals," Journal of Applied Mathematics, John Wiley & Sons, vol. 2022(1).
- Ahmad Qazza & Aliaa Burqan & Rania Saadeh & Fahd Jarad, 2022. "Application of ARA-Residual Power Series Method in Solving Systems of Fractional Differential Equations," Mathematical Problems in Engineering, Hindawi, vol. 2022, pages 1-17, September.
2021
- Ahmad Qazza & Aliaa Burqan & Rania Saadeh, 2021. "A New Attractive Method in Solving Families of Fractional Differential Equations by a New Transform," Mathematics, MDPI, vol. 9(23), pages 1-14, November.