Existence and uniqueness of strong solutions is established for abstract SPDEs with fully local monotonicity, then applied to fractional p-Laplace equations with arbitrary-order polynomial drift and superlinear transport noise.
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Well-posedness of Fractional Stochastic p-Laplace Equations Driven by Superlinear Transport Noise
Existence and uniqueness of strong solutions is established for abstract SPDEs with fully local monotonicity, then applied to fractional p-Laplace equations with arbitrary-order polynomial drift and superlinear transport noise.