ON THE DYNAMICS OF A ClASS OF THIRD-ORDER POLYNOMIAL DIFFERENCE EQUATIONS WITH INFINITE NUMBER OF PERIOD-THREE SOLUTIONS
ON THE DYNAMICS OF A ClASS OF THIRD-ORDER POLYNOMIAL DIFFERENCE EQUATIONS WITH INFINITE NUMBER OF PERIOD-THREE SOLUTIONS
Author(s): Jasmin Bektešević, Vahidin Hadžiabdić, Midhat Mehuljić, Sađit Metović, Haris LulićSubject(s): Social Sciences, Education
Published by: Национално издателство за образование и наука „Аз-буки“
Keywords: basins of attraction; difference equation; equilibrium; stability; period three solution
Summary/Abstract: We study the local dynamics and global character of third-order polynomial difference in the first octant of initial conditions with infinite number of prime period-three solutions (three cycles). It is also presented the case when the observed difference equation may be extended to the whole ℝ𝟑.
Journal: Математика и информатика
- Issue Year: 66/2023
- Issue No: 5
- Page Range: 452-464
- Page Count: 13
- Language: English
- Content File-PDF
