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The Continuity by Order Derivative for Conformable Parabolic Equations with Exponential Nonlinearity

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Existence and uniqueness of mild solutions demonstrated through rigorous mathematical methods,
Mild solution convergence to the nonlinear problem is shown as the parameter approaches zero,
Sobolev embeddings and Banach space theories are integral in establishing results,
The study addresses continuity issues associated with conformable parabolic equations effectively.

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Analysis of mild solutions for nonlinear equations reveals continuity implications in their behavior.

Binh et al. (2025) studied this question.

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