Analytic regularity of global solutions for the b-equation
classification
🧮 math.AP
keywords
analyticglobalregularitysolutionsb-equationchoiceconfinedconstitutive
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In this paper, we delve into the $b$-family of equations and explore regularity properties of its global solutions. Our findings reveal that, irrespective of the real choice of the constitutive parameter, when the initial datum is confined to an analytic Gevrey function the resulting global solution is analytic in both temporal and spatial variables.
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