This work establishes the controllability of nondense fractional neutral delay differential equation under Hille-Yosida condition in Banach space. The outcomes are derived with the aid of fractional calculus theory, semigroup operator theory and Schauder fixed point theorem. Theoretical results are verified through illustration.

中文翻译：

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非密集特征的中性分数延迟微分系统的可控性结果

这项工作建立了在 Banach 空间中 Hille-Yosida 条件下非稠密分数阶中性延迟微分方程的可控性。结果是借助分数阶微积分理论、半群算子理论和 Schauder 不动点定理得出的。通过插图验证了理论结果。