Characteristic of unique positive solution for a fractional q-difference equation with multistrip boundary conditions

Sa？etak We study a new fractional \(q\)-difference equation m-point boundary value problem supplemented with Riemann-Stieltjes integral, while the nonlinear terms are increasing. Using a fixed point theorem in cones, good characteristic of unique positive solution dependent on the parameter \(\lambda>0\) are established. An example demonstrating the main results is presented