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Conditions for the boundedness of solutions of a nonlinear difference equation
Slyusarchuk Vasyl Yukhimovych 1
1 Department of Higher Mathematics, National University of Water and Environmental Engineering, Rivne, 33028, Ukraine
Keywords: difference equation
Abstract

We obtarn a condltlons for the ex!stence of bounded solutions of nonhnear dlfference equatlon __

References

1. Slyusarchuk V. Yu. Conditions for the existence of bounded solutions of nonlinear difference equations // Scientific Bulletin of Chernivtsi University. - 2009. - Issue 454. Mathematics. - P. 88-94.
2. Slyusarchuk V. Yu. Method of local linear approximation in the theory of bounded solutions of nonlinear difference equations // Nonlinear Oscillations. - 2009. -12, No. 3. - 109-115.
3. Slyusarchuk V. E. On bounded and almost periodic solutions of implicit difference equations in Banach space // Proceedings of the Academy of Sciences of the USSR. - 1975. - series A, No. 6. - P. 503-509.
4. Slyusarchuk V. Yu. The method of local linear approximation in the theory of bounded solutions of nonlinear differential equations // Ukr. Mat. Journal - 2009. - 61, No. 11. - P. 1541-1556.
5. Slyusarchuk V. E. The method of local linear approximation in the theory of nonlinear differential-functional equations // Mat. Collection - 2010. - 201, No. 8. - P. 103-126

Cite
ACS Style
Slyusarchuk , V.Y. Conditions for the boundedness of solutions of a nonlinear difference equation. Bukovinian Mathematical Journal. 2018, 1
AMA Style
Slyusarchuk VY. Conditions for the boundedness of solutions of a nonlinear difference equation. Bukovinian Mathematical Journal. 2018; 1(4).
Chicago/Turabian Style
Vasyl Yukhimovych Slyusarchuk . 2018. "Conditions for the boundedness of solutions of a nonlinear difference equation". Bukovinian Mathematical Journal. 1 no. 4.
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