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Information × Registration Number 2117U001935, Article popup.category Розділ книги Title popup.author popup.publication 01-01-2017 popup.source_user Донецький національний університет імені Василя Стуса popup.source https://r.donnu.edu.ua/handle/123456789/1182 popup.publisher Description In this article we study quasilinear equations model of which are Despite of the lack of comparison principle, we prove a priori estimates of Keller–Osserman type. Particularly under some natural assumptions on the function f, for nonnegative solutions of p-Laplace equation with absorption term we prove an estimate of the form with constant c independent of u, using this estimate we give a simple proof of the Harnack inequality. We prove a similar result for the evolution p-Laplace equation with absorption popup.nrat_date 2025-05-12 Close