Li, XiangyangTanveer, MuhammadAbbas, MujahidAhmad, MaqboolKwun, Young ChelLiu, Jing2020-05-202020-05-202019Li, X., Tanveer, M., Abbas, M. et al. 2019, 'Fixed point results for fractal generation in extended Jungck–SP orbit', IEEE Access, vol. 7, pp. 160472-160481.2169-3536 (online)10.1109/ACCESS.2019.2951385http://hdl.handle.net/2263/74648In this paper, we extend Jungck–SP iteration with s–convexity in second sense and define its orbit. We prove the fixed point results for fractal generation via extended iteration and utilize these results to develop algorithms for fractal visualization. Moreover, we present some complex graphs of Julia and Mandelbrot sets in Jungck–SP orbit with s–convexity.We also present some examples to show the variation in images with involved parameters.enThis work is licensed under a Creative Commons Attribution 4.0 License.Jungck-SPComplex graphicsEscape radiusFractalsOrbitsVisualizationBiologyLicensesData visualisationGraph theorySet theoryIterative methodsMandelbrot graph setJulia graph setExtended Jungck-SP OrbitFixed point resultsS-convexityFractal visualizationFractal generationExtended iterationArticle