Harnack estimates for weak supersolutions to nonlinear degenerate parabolic equations
By Tuomo Kuusi. 2008
67 citations recorded by the source corpus.
View Paper: https://www.semanticscholar.org/paper/8c69b97351e2ff8d351f51d7829c9b76fe3e6ac4
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Citations in the corpus
- Potential estimates and gradient boundedness for nonlinear parabolic systems (2012, background): “We remark that since the work of DiBenedetto in the eighties – see [5] for an overview– the intrinsic geometry viewpoint has proved to be unavoidable in studying parabolic equations with p-growth; see for instance [25] and [35].”
- Harnack inequalities for double phase functionals (2015, methodology): “This method, which is based on the expansion of positivity and covering arguments, is indeed quite flexible, see the recent fractional approach in [12] and the parabolic version in [23].”
- Nonlinear Measure Data Problems (2011, background): “Such exponent indeed intervenes in those estimates related to the Barenblatt solution, as for instance the Harnack inequalities in [29, 30, 58].”