@ARTICLE{Nasra_Nejib_Existence_2024, author={Nasra, Nejib and Ganmi, Boulbaba and Mabrouki, Fehmi}, volume={vol. 34}, number={No 3}, journal={Archives of Control Sciences}, pages={641-661}, howpublished={online}, year={2024}, publisher={Committee of Automatic Control and Robotics PAS}, abstract={In this paper, we give results on the stability of homogeneous conformable fractional order systems using assumptions on a family of compact sets and provide the stabilization of an affine control system and given an explicit homogeneous feedback control with the requirement that a control Lyapunov function exists and satisfying a homogeneous condition and we present existence and uniqueness theorems for sequential linear conformable fractional differential equations.}, type={Article}, title={Existence results and stabilization of homogeneous conformable fractional order systems}, URL={http://so.czasopisma.pan.pl/Content/132883/art08_int.pdf}, doi={10.24425/acs.2024.149675}, keywords={conformable fractional order systems, homogeneous fractional systems, stabilization, fractional problems solutions, Lyapunov function, sequential linear fractional differential equations}, }