Interval-valued analysis of fractional analogues of linear Volterra integro-differential equations

Key Points

• To analyze fractional order linear Volterra integro-differential equations using interval-valued methods.
• Invoked interval-valued analysis in the context of fractional order equations
• Focused on Riemann Liouville senses
• Discussed particular cases with graphical illustrations
• Validated the approach with specific examples
• Demonstrated the applicability of interval-valued methods to fractional equations