[1] Ateivi A.M. Oscillatory properties of solutions of differential equations and their stability: 01.01.02. - K. -1997, - P.76.
[2] Karpenko O.V., Kravets V.I., Stanzhytskyi O.M. Oscillation of solutions of linear functional-difference equations of the second order // Ukr.math.zhurnal -2013. - 65, N2. - P.226-235.
[3] Martinyuk D.I. Lectures on qualitative theory of difference equations.// K.:Naukova Dumka, -1972, - 247p.
[4] Skalkina M.A. About oscillations of solutions of equations in finite differences. Matem. - 1959. - P.138-144.
[5] Bohner M., Peterson. A. Dynamical equations on time scales.An introduction with applications. //Birkhäuser. Boston.Basel.Berlin. –2001.
[6] Grüne. L. Asymptotic behavior of dynamical and control systems perturbation and discretization. // Springer-Verlag, Berlin. – 2002. –231 p.
[7] Ladas. G. Explicit conditions for the oscillation of difference equations.// J.Math.Anal.Appl. –1990. 153 , – p. 276-287.
[8] Messer. K. A second-order self adjoint dynamic equation on time scale.// Dynam.Systems Appl. –2002. – 8 ,N5. –p.451-460.
[9] Öcalan. Ö. Linearized oscillation of nonlinear difference equations with advanced arguments. // Archi- vum math. Brno. –2009. – 45 . –p.203-212.
[10] Öcalan. Ö. Oscillation of nonlinear difference equations with several coefficients.// Commun. Math Anal.–2008. – 4 ,N1. –p.35-44.
[11] Samoilenko A. M., Perestyuk M. O., Parasyuk I. O. Differential equations.// Textbook. – 2012. Almaty. –464p.
- ACS Style
- Karpenko, O.V. On the relationship between the oscillation of solutions of linear differential and corresponding second-order difference equations. Bukovinian Mathematical Journal. 2016, 1
- AMA Style
- Karpenko OV. On the relationship between the oscillation of solutions of linear differential and corresponding second-order difference equations. Bukovinian Mathematical Journal. 2016; 1(1-2).
- Chicago/Turabian Style
- O. V. Karpenko. 2016. "On the relationship between the oscillation of solutions of linear differential and corresponding second-order difference equations". Bukovinian Mathematical Journal. 1 no. 1-2.