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On Liouville problems for $(p,q)$-Laplacian inequalities on Finsler measure spaces
We study the Liouville property for nonnegative weak solutions of the $(p,q)$-Laplacian elliptic differential inequality $$Δ^{m}_{p}u(x)+Δ^{m}_{q}u(x)+V(x)u^{s}(x)\leq 0$$ and the associated parabolic differential inequality $$\partial_t u(x,t) \geq Δ^{m}_{p}u(x,t)+Δ^{m}_{q}u(x,t)+V(x,t)u^{s}(x,t)$$
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