@article{article_703304, title={Existence and Uniqueness of Positive Solutions for System of (p,q,r)-Laplacian Fractional Order Boundary Value Problems}, journal={Advances in the Theory of Nonlinear Analysis and its Application}, volume={5}, pages={138–157}, year={2021}, DOI={10.31197/atnaa.703304}, author={Rajendra Prasad, Kapula and D, Leela and Khuddush, Mahammad}, keywords={Boundary value problem, Caputo fractional derivative, n-fixed point, Monotone mappings, Partially ordered complete metric spaces, Contractive}, abstract={<p>In this paper the existence of unique positive solutions for system of (p,q,r)-Lapalacian Sturm-Liouville type two-point fractional order boundary vaue problems is established by an application of n-fixed point theorem of ternary operators on partially ordered metric spaces. <br /> <br /> </p>}, number={1}, publisher={Erdal KARAPINAR}