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A nonlocal problem involving singularity and critical exponent
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DOI：10.1007/s12215-026-01380-3.png)
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Abstract
En 中文
This paper deals with a p(., .)-fractional type equations involving singular and critical nonlinearities with two parameters. The approach used combines variational methods, cut-off argument together with Stampacchia's truncation argument to ensure the existence, multiplicity and regularity of nonnegative weak solutions.
Keywords:
Fractional p(.,.)-Laplacian operator
Kirchhoff-type problems
Multiple solutions
Singular problems
Critical exponent
Two parameters
Journal
R
IF:
0.9
Papers:
98
Citations:
0