Non-coercive radially symmetric variational problems: existence, symmetry and convexity of minimizers (Q2338047)
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| Language | Label | Description | Also known as |
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| English | Non-coercive radially symmetric variational problems: existence, symmetry and convexity of minimizers |
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Non-coercive radially symmetric variational problems: existence, symmetry and convexity of minimizers (English)
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20 November 2019
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Summary: We prove the existence of radially symmetric solutions and the validity of Euler-Lagrange necessary conditions for a class of variational problems with slow growth. The results are obtained through the construction of suitable superlinear perturbations of the functional having the same minimizers of the original one.
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variational problems
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radially symmetric minimizers
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Euler-Lagrange inclusions
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