On the transmutation of the Lions operator to the simplest form 1Linchuk Yu.S. On the transmutation of the Lions operator to the simplest form. 2017 ;(3):8-13.
On the unconditional bases of cores generated by differential equations of the second order Levchuk VN. On the unconditional bases of cores generated by differential equations of the second order. 2017 ;(3):3-7.
Exact solutions of spectral problems for the Schrödinger operator on (–∞, ∞) with polynomial potential obtained via the FD-method 1Makarov VL. Exact solutions of spectral problems for the Schrödinger operator on (–∞, ∞) with polynomial potential obtained via the FD-method. 2017 ;(2):10-15.
Initial-boundary value problem for doubly nonlinear integro-differential equations with variable exponents of nonlinearity 1Buhrii OM. Initial-boundary value problem for doubly nonlinear integro-differential equations with variable exponents of nonlinearity. 2017 ;(2):3-9.
Approximation of 2π-periodic functions by Taylor—Abel—Poisson operators in the integral metric 1Prestin J, 2Savchuk VV, 2Shidlich AL. Approximation of 2π-periodic functions by Taylor—Abel—Poisson operators in the integral metric. 2017 ;(1):17-20.
Semilinear equations in a plane and quasiconformal mappings 1Gutlyanskii VYa., 1Nesmelova OV, 1Ryazanov VI. Semilinear equations in a plane and quasiconformal mappings. 2017 ;(1):10-16.
Exact solutions of a spectral problem for the schrödinger differential operator with polynomial potential in R2 1Makarov VL. Exact solutions of a spectral problem for the schrödinger differential operator with polynomial potential in R2. 2017 ;(1):3-9.
On the intrinsic relations of correlations in some systems of linear structural equations 1Balabanov OS. On the intrinsic relations of correlations in some systems of linear structural equations. 2016 ;(12):17-21.
On the bounded solutions of a difference equation with variable operator coefficient 1Gorodnii MF, 1Gonchar IV. On the bounded solutions of a difference equation with variable operator coefficient. 2016 ;(12):12-16.
New generalizations of the zeta-function and the Tricomi funation 1Virchenko NO, 2Ponomarenko AM. New generalizations of the zeta-function and the Tricomi funation. 2016 ;(12):5-11.
