Home > NAMDU > Vol. 1 (2019) > Iss. 7
Scientific Bulletin of Namangan State University
Abstract
In the article a boundary value problem was set and investigated for a third order parabolic hyperbolic equation in the form 0 b с Lu y in a pentagonal domain. The uniqueness and existence of the solution of the problem was proved by using the method of construct solution and also methods integral and differential equation.
First Page
47
Last Page
54
References
1. SHermatova X.M. O postanovke kraevix zadach dlya odnogo klassa parabol- giperbolicheskix uravneniy tretego poryadka s dvumya liniyami izmeneniya tipa. Byulleten Instituta Matematiki im. Romanovskogo AN Ruz. Tashkent, 2018, № 5, s. 22- 29. 2. Mamajanov M., Mamajonov S.M. Postanovka i metod issledovaniya nekotorix kraevix zadach dlya odnogo klassa uravneniy chetvertogo poryadka parabolo- giperbolicheskogo tipa. Vestnik KRAUNS. Fiz-mat. nauki. 2014. № 1 (8). s.14-19. 3. Mamajanov M., Mamajonov S.M., Mamadalieva X.B.O nekotorix kraevix zadachax dlya odnogo uravneniya tretego poryadka parabologiperbolicheskogo tipa v vognutoy shestiugolnoy oblasti. Aktualnie nauchnie issledovaniya v sovremennom mire. ISCIENCE.IN.UA, Pereyaslav-Xmelnitskiy, 2017, vip.2(22), str. 148-151.
Erratum
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Recommended Citation
Shermatova, Khilola Mirzayevna
(2019)
"ON ONE BOUNDARY VALUE PROBLEM FOR EQUATION OF THE THIRD
ORDER OF A PARABOL-HYPERBOLIC TYPE IN A MIXED FIVE-ANGULAR
REGION WHEN AN ANGLER OPERATOR CHARACTERISTIC FIRST ORDER
LESS MINUS ONE.,"
Scientific Bulletin of Namangan State University: Vol. 1
:
Iss.
7
, Article 9.
Available at:
https://uzjournals.edu.uz/namdu/vol1/iss7/9