Local and global boundedness for some nonlinear parabolic equations exhibiting a time singularity. (Q504271)
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scientific article; zbMATH DE number 6674872
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Local and global boundedness for some nonlinear parabolic equations exhibiting a time singularity. |
scientific article; zbMATH DE number 6674872 |
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Local and global boundedness for some nonlinear parabolic equations exhibiting a time singularity. (English)
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13 January 2017
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In this paper the Authors consider doubly nonlinear operators in measure spaces equipped with a doubling non-trivial Borel measure supporting a weak Poincaré inequality. They prove local and global boundness of non-negative weak solutions giving a complete and definitive answer to this problem. The result is based on suitable energy estimates and depends on the dimension of the Borel measure.
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doubly nonlinear operators
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local boundness
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measure space
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energy estimates
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0.9100457
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0.9092031
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0.9069197
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0.9067665
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0.9057359
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