@article{Khaliq2023, 
author = {Abdul Khaliq and Haza Saleh Alayachi and Muhammad Zubair and Muhammad Rohail and Abdul Qadeer Khan},
title = {On stability analysis of a class of three-dimensional system of exponential difference equations},
year = {2023},
journal = {AIMS Mathematics},
volume = {8},
number = {2},
pages = {5016-5035},
keywords = {periodicity, rate of convergence, difference equations in exponential form, stability character},
url = {https://www.sciopen.com/article/10.3934/math.2023251},
doi = {10.3934/math.2023251},
abstract = {The boundedness character, persistent nature, and asymptotic conduct of non-negative outcomes of the system of three dimensional exponential form of difference equations were studied in this research:                                 x                      n            +            1                                              =                    a                  x                      n                          +        b                  y                      n            −            1                                    e                      −                          x                              n                                                    ,                                              y                      n            +            1                                              =                    c                  y                      n                          +        d                  z                      n            −            1                                    e                      −                          y                              n                                                    ,                                              z                      n            +            1                                              =                    e                  z                      n                          +        f                  x                      n            −            1                                    e                      −                          z                              n                                                    ,            where    a  ,    b  ,    c,    d  ,    e and    f are non-negative real values, and the initial values        x          −      1        ,        x          0        ,        y          −      1        ,        y          0        ,        z          −      1        ,        z          0       are non-negative real values.}
}