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Research investigates solutions to fractional diffusion equations, indicating potential advancements in mathematical modeling.
This paper investigates a fractional diffusion equation incorporating a three-parameter damping. By employing a generalized Mittag–Leffler function alongside the associated Riemann–Liouville resolvent family, we establish the well-posedness of strong solutions. This model extends the classical two-parameter undamped case, thereby ensuring consistency with the existing theoretical framework.
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Lu et al. (2026) studied this question.
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