A research paper titled "Solving fuzzy Riccati differential equations with Trapezoidal fuzzy functions by Homotopy perturbation method" by Dr. Mahasin Thabet Younis, Dr. Zeina Talal Yassin, and Prof. Waleed Mohammed Fathi Al-Hayani was published in the journal "Statistics, Optimization and Information Computing" on September 6, 2026 (Scopus Q2). This study innovatively combines the homology perturbation method (HPM) with trapezoidal fuzzy functions to solve nonlinear Riccati differential equations under uncertainty. By analyzing fuzzy equations into α-truncation systems and solving coupled Δtruncation problems using HPM, this approach preserves the trapezoidal fuzzy structures while ensuring computational efficiency and accuracy. The stability of the fuzzy [Read More]