This analysis shows the continuity of semigroups in fractional calculus, indicating solutions for nonlocal problems.
This paper investigates the uniform continuity and strong continuity of the semigroups of the fractional integral operators of power functions. Using the Krasnoselskii^s fixed point theorem, we have studied the nonlocal problem related to fractional differential equations involving power functions with multi-point integral boundary conditions and obtain the existence of the solution.
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Zhengzhi Lu (2025) studied this question.
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