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We prove surface and volume mean value formulas for classical solutions touniformly elliptic equations in divergence form with H\"{o}lder continuouscoefficients. The kernels appearing in the integrals are supported on the leveland superlevel sets of the fundamental solution relevant the adjointdifferential operator. We then extend the aforementioned formulas to somesubelliptic operators on Carnot groups. In this case we rely on the theory offinite perimeters on stratified Lie groups.

Mean value formulas for classical solutions to some degenerate elliptic equations in Carnot groups