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This paper supplies the geometric and approximation results needed to extend the smooth Harnack inequalities proved in the companion paper {GutierrezMohammedSmooth} to weak solutions of divergence-form subelliptic equations on Carnot groups. We collect horizontal perimeter, Gauss--Green, coarea, and regular-level-set tools, then approximate measurable coefficients and continuous monotone nonlinearities while preserving the structural bounds and pass the Harnack estimates to the weak limit.
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Gutiérrez et al. (2026) studied this question.
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