RESULTS ON CONTROLLABILITY OF NON-DENSELY CHARACTERIZED NEUTRAL FRACTIONAL DELAY DIFFERENTIAL SYSTEM

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.

Automated summary

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