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Weak Harnack inequality for the nonhomogeneous nonlocal equations with general growth
Mathematics in Engineering 2025, 7(6): 695-712
Published: 15 December 2025
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In this paper, we aim to establish a new class of weak Harnack inequalities for weak supersolutions to the nonhomogeneous nonlocal equations with general growth. Our approach mainly relies on the expansion of positivity in the spirit of De Giorgi classes, along with a refined energy estimate.

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