Mathematics

About the structure of finite groups, whose all non-Abelian subgroups are subnormal

¹Kurdachenko LA, ²Semko MM, ²Atlihan S. About the structure of finite groups, whose all non-Abelian subgroups are subnormal. 2014 ;(4):15-18.

Section: 

Mathematics

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A general elliptic boundary-value problem in the extended Sobolev scale

¹Anop AV. A general elliptic boundary-value problem in the extended Sobolev scale. 2014 ;(4):7-14.

Section: 

Mathematics

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A Liouville comparison principle for solutions to semilinear parabolic second-order partial differential inequalities in the whole space

¹Kurta VV. A Liouville comparison principle for solutions to semilinear parabolic second-order partial differential inequalities in the whole space. 2014 ;(3):36-42.

Section: 

Mathematics

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Spectral analysis of locally finite graphs with one infinite ray

¹Lebid VO, ¹Nizhnik LP. Spectral analysis of locally finite graphs with one infinite ray. 2014 ;(3):29-35.

Section: 

Mathematics

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On a class of diagonal operators in the spaces of analytic functions and its application

¹Linchuk Yu.S. On a class of diagonal operators in the spaces of analytic functions and its application. 2014 ;(3):25-28.

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Mathematics

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Diffusion approximation of statistical experiments with persistent linear regression and equilibrium

¹Koroliouk DV. Diffusion approximation of statistical experiments with persistent linear regression and equilibrium. 2014 ;(3):18-24.

Section: 

Mathematics

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On the regular solutions of the Dirichlet problem for Beltrami equations

¹Kovtonyuk DA, ²Petkov IV, ²Ryazanov VI. On the regular solutions of the Dirichlet problem for Beltrami equations. 2014 ;(3):13-17.

Section: 

Mathematics

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Reduction of differential equations to algebraic ones

¹Boyko VM. Reduction of differential equations to algebraic ones. 2014 ;(3):7-12.

Section: 

Mathematics

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A characterization of the Hahn property

¹Nesterenko VV. A characterization of the Hahn property. 2014 ;(2):32-37.

Section: 

Mathematics

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New properties of the FD-method in its applications to the Sturm-Liouville problems

¹Makarov VL, ¹Romanyuk NM. New properties of the FD-method in its applications to the Sturm-Liouville problems. 2014 ;(2):26-31.

Section: 

Mathematics

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