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Existence of minimal positive solution for \(-\Delta u-\mu \frac{u} {|x|^2}= u^{2^*-1}+ \sigma f(x)\) - MaRDI portal

Existence of minimal positive solution for \(-\Delta u-\mu \frac{u} {|x|^2}= u^{2^*-1}+ \sigma f(x)\) (Q2752642)

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scientific article; zbMATH DE number 1661521
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English
Existence of minimal positive solution for \(-\Delta u-\mu \frac{u} {|x|^2}= u^{2^*-1}+ \sigma f(x)\)
scientific article; zbMATH DE number 1661521

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    2 June 2002
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    critical exponents
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    implicit function theorem
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    standard barrier method
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    Existence of minimal positive solution for \(-\Delta u-\mu \frac{u} {|x|^2}= u^{2^*-1}+ \sigma f(x)\) (English)
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