Extremal solutions for fractional evolution equations of order $ 1 < \gamma < 2 $
Qiang Li,
Jina Zhao
Abstract:<abstract><p>This manuscript considers a class of fractional evolution equations with order $ 1 < \gamma < 2 $ in ordered Banach space. Based on the theory of cosine operators, this paper extends the application of monotonic iterative methods in this type of equation. This method can be applied to some physical problems and phenomena, providing new tools and ideas for academic research and practical applications. Under the assumption that the linear part is an $ m $-accretive operator… Show more
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