YUKLANGAN KASR TARTIBLI ODDIY DIFFERENSIAL TENGLAMALAR UCHUN MASALALAR

Авторы

  • Omonova Dinora Dilshodjon qizi Farg`ona davlat universiteti talabasi

Аннотация

Ushbu maqolada Hilfer ma’nosidagi hosila qatnashgan  yuklangan kasr tartibli integro-differensial tenglama uchun bir masalani o`rganilgan. Ushbu masalaning yechimi Koshi masalaning yechiminidan foydalanib topilgan.

Библиографические ссылки

Urinov A.K., Azizov M.S. Boundary value problems for a fourth order partial differential equation with an unknown right-hand part. Lobochevskii Journal of Mathematics, vol. 42, pp.632-640. 2021

Tillabayeva G.I. Birinchi tartibli oddiy differensial tenglama uchun nolakal shartli masalalar. NamDU ilmiy axborotnomasi. 2020-yil 1-son 3-6 betlar.

Tillabayeva G.I. O’ng tomoni noma’lum va koeffisiyenti uzulishga ega bo’lgan birinchi tartibli chiziqli oddiy differensial tenglama uchun Bitsadze-Samariskiy masalas.i NamDU ilmiy axborotnomasi. 2020-yil 2-son 20-26 betlar.

Omonova D.D. Yuklangan kasr tartibli oddiy differensial tenglamalar uchun masalalar. Ijodkor o'qituvchi. Vol. 2 No. 24 (2022). 252- 255- betlar.

Omonova D.D. Yuklangan kasr tartibli integro-differensial tenlamalar uchun masalalar. O`zbekistonda fanlararo innovatsiyalar va ilmiy tadqiqotlar jurnali. Vol. 2 No. 16 (2023).

Omonova D.D. Yuklangan kasr tartibli integro-differensial tenglamalar uchun masalalar. Journal of innovations in scientific and educational research. vol. 2 no. 15 (2023):

Hilfer R.,Luchko Y.,Tomovski Z. Operational method for the solution of fractional differential equations with generalized Riemann-Liouville fractional derivatives. Fractional Calculus Applied Analysis. vol.12 is.3. 2009. pp. 300-317.

Kilbas A.A., Srivastava H.M., Trujillo J.J. Theory and applications of fractional differential equations (North-Holland Mathematics Studies, 204). Amsterdam:Elsevier, 2006.-523p.

Бейтмен Г., Эрдейн А. Высшие трансцендентые функции Эллиптичекие и автоморфные функции Функции Ламе и Матье Ортогональные полиноми. Москва. Наука.

Загрузки

Опубликован

2023-03-18