Existence and regularity are established for semilinear mixed local-nonlocal problems with variable singular exponent and measure-valued data, including the case of two simultaneous measure sources.
Multiplicity of soluti ons for a Dirichlet problem with a singular and a supercritical nonlinearities
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Regularity and existence for semilinear mixed local-nonlocal equations with variable singularities and measure data
Existence and regularity are established for semilinear mixed local-nonlocal problems with variable singular exponent and measure-valued data, including the case of two simultaneous measure sources.