The Dirichlet problem for the Poisson type equations in the plane 1Gutlyanskii VYa., 1Nesmelova OV, 1Ryazanov VI. The Dirichlet problem for the Poisson type equations in the plane. 2020 ;(5):10-16.
Weighted accuracy estimates of the Cayley transform method for abstract boundary-value problems in a Banach space 1Makarov VL, Mayko NV. Weighted accuracy estimates of the Cayley transform method for abstract boundary-value problems in a Banach space. 2020 ;(5):3-9.
On solvability of inhomogeneous boundary-value problems in Sobolev - Slobodetskiy spaces 1Mikhailets VA, Skorobohach TB. On solvability of inhomogeneous boundary-value problems in Sobolev - Slobodetskiy spaces. 2020 ;(4):10-14.
Localization property for the convolution of generalized periodic functions Horodets’kyi VV, 1Martynyuk OV. Localization property for the convolution of generalized periodic functions. 2020 ;(4):3-9.
A generalization of the Newton-Kantorovich method for systems of nonlinear real equations 1Chuiko SM. A generalization of the Newton-Kantorovich method for systems of nonlinear real equations. 2020 ;(3):3-9.
On the nonperiodic groups, whose subgroups of infinite special rank are transitively normal 1Kurdachenko LA, 2Subbotin IYa., Velychko TV. On the nonperiodic groups, whose subgroups of infinite special rank are transitively normal. 2020 ;(2):3-6.
On ideals and contraideals in Leibniz algebras 1Kurdachenko LA, 2Subbotin IYa., 1Yashchuk VS. On ideals and contraideals in Leibniz algebras. 2020 ;(1):11-15.
On the quasilinear Poisson equations in the complex plane 1Gutlyanskii VYa., 1Nesmelova OV, 1Ryazanov VI. On the quasilinear Poisson equations in the complex plane. 2020 ;(1):3-10.
The Newton—Kantorovich method in the theory of autonomous Noetherian boundary-value problems in the case of parametric resonance 1Chuiko SM, 2Nesmelova OV. The Newton—Kantorovich method in the theory of autonomous Noetherian boundary-value problems in the case of parametric resonance. 2019 ;(12):3-12.
The fictitious domain method and homotopy as a new alternative for multidimensional partial differential equations in domains of arbitrary shape Gavrilyuk IP, 1Makarov VL. The fictitious domain method and homotopy as a new alternative for multidimensional partial differential equations in domains of arbitrary shape. 2019 ;(11):8-16.
