Approximate Solutions for the Differential Equations by Using the Nonconformable Fractional Sumudu Transform

This research introduces the nonconformable fractional Sumudu transform (NCFST) methodology. We used the above strategy to solve fractional differential equations (FDEs) via nonconformable fractional derivatives (NCFDs). We examined and demonstrated its fundamental qualities and benefits. We examined several cases and performed a comparison analysis, delivering precise data via graphs and tables. The findings indicated that the novel approach was practical, user‐friendly, and capable of accurately solving FDEs, including those with NCFDs.