CV
Axmadjon O'rinov
Fizika-matematika fanlari doktori, professor · Farg'ona davlat universiteti
Ta'lim
- 1966–1970
Oliy ma'lumot (diplom)
Farg'ona davlat pedagogika instituti · Farg'ona
- 1980–1983
Aspirantura
V.I. Romanovskiy nomidagi Matematika instituti · Toshkent
- 1984
Fizika-matematika fanlari nomzodi
Rahbar: akademik M.S. Salohitdinov.
- 1993
Fizika-matematika fanlari doktori
Aralash tipdagi tenglamalar uchun nolokal chegaraviy masalalar.
Lavozimlar
- 2013 — hozir
Professor
Farg'ona davlat universiteti · Farg'ona
Matematik analiz va differensial tenglamalar kafedrasi.
- 2005–2013
Professor
Farg'ona davlat universiteti · Farg'ona
Differensial tenglamalar kafedrasi.
- 2004–2005
Kafedra mudiri
Farg'ona davlat universiteti · Farg'ona
Differensial tenglamalar kafedrasi.
- 1999–2004
Rektor
Farg'ona davlat universiteti · Farg'ona
- 1997–1999
O'quv ishlari bo'yicha prorektor
Farg'ona davlat universiteti · Farg'ona
- 1993–1997
Kafedra mudiri
Farg'ona davlat pedagogika instituti · Farg'ona
Differensial tenglamalar kafedrasi.
- 1987–1991
Kafedra mudiri
Farg'ona davlat pedagogika instituti · Farg'ona
Algebra va matematik analiz kafedrasi.
Nashrlar
30- Maqola
A Nonlocal Problem for a Third Order Parabolic-Hyperbolic Equation with a Singular Coefficient
A.K. Urinov, K.S. Khalilov
Journal of Siberian Federal University. Mathematics & Physics, 15(4), 467–481
- Maqola
On the solvability of nonlocal initial-boundary value problems for a partial differential equation of high even order
A.K. Urinov, M.S. Azizov
Vestnik Udmurtskogo Universiteta. Matematika. Mekhanika. Komp'yuternye Nauki, 32(2), 240–255
- Maqola✦
On a Cauchy type problem for a second kind degenerating hyperbolic equation
A.K. Urinov, A.B. Okboev
Lobachevskii Journal of Mathematics, 43(3), 793–803
- Maqola
Dirichlet problem with three singular coefficients
A.K. Urinov, K.T. Karimov
Journal of Mathematical Sciences, 254(6), 731–742
- Maqola
About the modified Cauchy problem for a second kind degenerated hyperbolic equation
A.K. Urinov, D.A. Usmonov
Bulletin of the Institute of Mathematics, 4(1), 46–63
- Maqola
Unique solvability of a nonlocal problem with shift for a parabolic-hyperbolic equation
A.K. Urinov, A.O. Mamanazarov
Vestnik Udmurtskogo Universiteta. Matematika. Mekhanika. Komp'yuternye Nauki, 30(2), 270–289
- Maqola
On the Cauchy Problem for the Iterated Generalized Two-axially Symmetric Equation of Hyperbolic Type
A.K. Urinov, S.T. Karimov
Lobachevskii Journal of Mathematics, 41(1), 102–110
- Maqola
Modified Cauchy Problem for one Degenerate Hyperbolic Equation of the Second Kind
A.K. Urinov, A.B. Okboev
Ukrainian Mathematical Journal, 72(1), 114–135
- Maqola
Nonlocal boundary value problems for a three-dimensional elliptic equation with singular coefficients in a semi-infinite parallelepiped
A.K. Urinov, S.T. Karimov
Siberian Electronic Mathematical Reports, 17, 161–178
- Monografiya
Fourier series and their applications (tutorial)
A.K. Urinov
Fergana: Universitet
- Maqola
The Unique Solvability of Boundary Value Problems for a 3D Elliptic Equation With Three Singular Coefficients
A.K. Urinov, K.T. Karimov
Russian Mathematics, 63(2), 61–72
- Maqola
Solution of the analog of the Cauchy problem for the iterated multidimensional Klein-Gordon-Fock equation with the Bessel operator
A.K. Urinov, S.T. Karimov
Scientific Bulletin of Fergana State University, 6, 5–12
- Maqola
Boundary Value Problem for a Fourth Order Equation with a Singular Coefficient in a Rectangle
A.K. Urinov, M.S. Azizov
Scientific Bulletin of Namangan State University, 11, 26–37
- Monografiya✦
Problems for parabolic-hyperbolic equations with spectral parameters
A.K. Urinov
Tashkent: Mumtoz so'z, 108
- Monografiya
Eigenvalue problems and their application to solving boundary value problems (tutorial)
A.K. Urinov
Tashkent: Universitet, 104
- Maqola
A problem with modified initial conditions for a degenerate hyperbolic equation of the second kind with a spectral parameter
A.K. Urinov, A.B. Okboev
Uzbek Mathematical Journal, 2, 150–159
- Maqola
Solution of the Cauchy problem for the four-dimensional hyperbolic equation with Bessel operator
A.K. Urinov, S.T. Karimov
Vladikavkaz Mathematical Journal, 20(3), 57–68
- Maqola
A boundary-value problem of A.M. Nakhushev type for a second kind degenerated hyperbolic equation
A.K. Urinov, A.B. Okboev
Bulletin of the Institute of Mathematics, 4, 36–45
- Maqola
On solvability of the Cauchy-Goursat problem for the generalized Euler-Poisson-Darboux equation
A.K. Urinov, A.I. Ismoilov
Bulletin of the Institute of Mathematics, 1, 9–22
- Maqola
Confluent hypergeometric functions of many variables and their application to fundamental solutions of the generalized Helmholtz equation with singular coefficients
A.K. Urinov, T.G. Ergashev
Vestnik Tomskogo Gos. Universiteta. Matematika i Mekhanika, 55, 45–56
- Maqola✦
A Problem with Integral Conditions for an Elliptic-Parabolic Equation
A.K. Urinov, S.T. Nishonova
Mathematical Notes, 102(1), 68–80
- Maqola
Problems with an integral condition for a parabolic-hyperbolic equation with a non-characteristic line of type change
A.K. Urinov, A.O. Mamanazarov
Bulletin of NUUz, 2/2, 227–238
- Maqola
The Cauchy problem for an inhomogeneous iterated hyperbolic equation with a Bessel operator
A.K. Urinov, S.T. Karimov
Uzbek Mathematical Journal, 4, 160–167
- Monografiya
Boundary value problems for parabolic-hyperbolic equations (tutorial)
A.K. Urinov
Tashkent: Navruz, 216
- Monografiya
Boundary value problems for parabolic equations (tutorial)
A.K. Urinov
Tashkent: Mumtoz so'z, 196
- Monografiya
Boundary value problems for ordinary differential equations (tutorial)
A.K. Urinov
Tashkent: Mumtoz so'z, 164
Kitoblar
Fourier series and their applications (tutorial)
Fergana: Universitet · 2019
Problems for parabolic-hyperbolic equations with spectral parameters
Tashkent: Mumtoz so'z · 2018
Eigenvalue problems and their application to solving boundary value problems (tutorial)
Tashkent: Universitet · 2018
Boundary value problems for parabolic-hyperbolic equations (tutorial)
Tashkent: Navruz · 2016
Boundary value problems for parabolic equations (tutorial)
Tashkent: Mumtoz so'z · 2015
Boundary value problems for ordinary differential equations (tutorial)
Tashkent: Mumtoz so'z · 2014