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Name: Institute of Mathematics, National Academy of Sciences of Uzbekistan
Text: Romanovskii Mathematical Institute of the National Academy of Sciences of Uzbekistan
City: Tashkent
Country: Uzbekistan
Number of authors: 15
Number of publications: 13
2013-01-01 Amanov D., Murzambetova M.B. A boundary value problem for a fourth order partial differential equation with the lowest term
2021-03-02 Ayupov Sh.A., Zhalilov A.A. Asymptotic distribution of hitting times for critical maps of the circle
2021-04-01 Abdullaev B.I., Imomkulov S.A., Sharipov R.A. Structure of singular sets of some classes of subharmonic functions
2022-02-06 Urinov A.K., Azizov M.S. On the solvability of nonlocal initial-boundary value problems for a partial differential equation of high even order
2022-02-07 Khatamov N.M. Extremality of some Gibbs measures for the Blume–Capel HC-model on a Cayley tree
2022-03-03 Durdiev D.K., Safarov Zh.Sh. The problem of determining the memory of an environment with weak horizontal heterogeneity
2023-01-02 Atamuratov A.A., Rasulov K.K. On Shimoda's Theorem
2023-01-06 Durdiev D.K., Jumaev J.J., Atoev D.D. Kernel determination problem in an integro-differential equation of parabolic type with nonlocal condition
2023-01-07 Mamadaliev N.A., Mustapokulov Kh.Ya., Abdualimova G.M. The method of resolving functions for solving a pursuit problem with integral constraints on player controls
2023-02-09 Urinov A.K., Usmonov D.A. On one problem for a fourth-order mixed-type equation that degenerates inside and on the boundary of a domain
2023-02-13 Durdiev D.K., Jumaev J.J., Atoev D.D. Letter to the Editor: Correction to the “Kernel determination problem in an integro-differential equation of parabolic type with nonlocal condition” [Vestn. Udmurt. Univ. Mat. Mekh. Komp'yut. Nauki, 2023, vol. 33, issue 1, pp. 90-102]
2023-04-04 Durdiev D.K., Bozorov Z.R., Boltaev A.A. Inverse problem for the system of viscoelasticity in anisotropic media with tetragonal form of elasticity modulus
2024-01-04 Kazimirova R.Y., Ibragimov G.I., Hasim R.M. Multi-pursuer pursuit differential game for an infinite system of second order differential equations