Quasilinear equations mixing anisotropic and fractional p-Laplace operators satisfy a Pohozaev identity with coefficients n-p and n-sp, giving nonexistence for power nonlinearities.
The Noether approach to Pohozhaev’s identities.Mediterr
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Pohozaev-type identities for classes of quasilinear elliptic local and nonlocal equations and systems, with applications
Quasilinear equations mixing anisotropic and fractional p-Laplace operators satisfy a Pohozaev identity with coefficients n-p and n-sp, giving nonexistence for power nonlinearities.