We provide symmetrization results as mass concentration comparisons for solutions to singular parabolic equations in the cylinder Omega x (0,T),T > 0. Here, Omega subset of R-N(N >= 2) is a bounded open set, featuring a lower order term that is singular in the solution variables.
Symmetrization results for parabolic equations with a singular lower order term / de Bonis, I. - In: RICERCHE DI MATEMATICA. - ISSN 0035-5038. - (2024). [10.1007/s11587-024-00876-3]
Symmetrization results for parabolic equations with a singular lower order term
de Bonis, I
2024
Abstract
We provide symmetrization results as mass concentration comparisons for solutions to singular parabolic equations in the cylinder Omega x (0,T),T > 0. Here, Omega subset of R-N(N >= 2) is a bounded open set, featuring a lower order term that is singular in the solution variables.File allegati a questo prodotto
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