Structured continuous maximal regularity sharpens via weak compactness of convolution operators, delivering new proofs for L1-maximal regularity, Baillon's theorem extensions, and resolution of an abstract input-to-state stability open problem.
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Implications of structured continuous maximal regularity
Structured continuous maximal regularity sharpens via weak compactness of convolution operators, delivering new proofs for L1-maximal regularity, Baillon's theorem extensions, and resolution of an abstract input-to-state stability open problem.