Ulam-Hyers stability of higher dimensional weakly singular Volterra integral equations

Key Points

• The results confirm ulam-hyers stability for higher-dimensional weakly singular Volterra integral equations.
• Using the Gronwall lemma method, the study validates both ulam-hyers and ulam-hyers-rassias stability.
• Two practical examples demonstrate the relevance of the theoretical findings in real-world applications.
• The research contributes to understanding integral equations and their stability properties, enhancing mathematical analysis.